tag:blogger.com,1999:blog-72290337823034044252024-03-13T22:38:38.042-07:00DenariusThis blog is to share my love of Roman Republican coins. I will post pictures of coins and share some of the information I have found on the subject.Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.comBlogger120125tag:blogger.com,1999:blog-7229033782303404425.post-71848860835025237952023-12-24T22:52:00.000-08:002023-12-24T22:52:46.978-08:00rrd top 10 2023<p> </p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">rrd top 10 2023<o:p></o:p></span></p>
<p align="right" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: right;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">12/24/2023<o:p></o:p></span></p>
<p style="margin: 0in;">This year has a variety of treasures. The order of all
but #1 could change depending on how you value rare vs pretty and coins vs
scale weights. It is hard to believe I bought my first Julius Caesar portrait
denarius and it did not make the top 10. I picked up two scale weights from the
David Hendon auction in January and only one made top 10. <o:p></o:p></p>
<p style="margin: 0in;">I had three misses that would have been highlights, but
did not come my way. I will show those later.<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZbN6zrSRLrBEtqmWlNk27Y12-fSamt9z82vfD5cJVu3PpeImMuxF9LPUQo5Gqkw347qluTiFcVINDEZsVlxKz_A6Z5KsvBAM2w_6RgOBxps4TYf9qnR6vTOVdrcGLklzZfAeiCRympKA41P-hTg3hu48vYIvx4BNAsg6KANRnBAaB44g2Beilt7AOr3c/s4000/20230714_181951%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZbN6zrSRLrBEtqmWlNk27Y12-fSamt9z82vfD5cJVu3PpeImMuxF9LPUQo5Gqkw347qluTiFcVINDEZsVlxKz_A6Z5KsvBAM2w_6RgOBxps4TYf9qnR6vTOVdrcGLklzZfAeiCRympKA41P-hTg3hu48vYIvx4BNAsg6KANRnBAaB44g2Beilt7AOr3c/w411-h308/20230714_181951%20(1).jpg" width="411" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiwccxAs5vVDCMh0K0K1aqCupl7qbWN8jTsm1o5zhnlUGLrdEi69zhIw7eAYKyqG8MJgYGKa6WVZeFKVk7Ibd8m4kJ57QYdnMwOmAaTZPJO2dHceJNCenKLP9Al4ywwyaZmydoeNwUbYhS89iFjTd8NwxkfAhZs1-FK4l2hecHU_MYAUwTK8pCY7ZEMqQ/s1022/100%20stone%20As%20timeline%205.29.2023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="836" data-original-width="1022" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiwccxAs5vVDCMh0K0K1aqCupl7qbWN8jTsm1o5zhnlUGLrdEi69zhIw7eAYKyqG8MJgYGKa6WVZeFKVk7Ibd8m4kJ57QYdnMwOmAaTZPJO2dHceJNCenKLP9Al4ywwyaZmydoeNwUbYhS89iFjTd8NwxkfAhZs1-FK4l2hecHU_MYAUwTK8pCY7ZEMqQ/s320/100%20stone%20As%20timeline%205.29.2023.jpg" width="320" /></a></div><div style="text-align: left;"><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]-->1.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->100 As Roman stone Weight with handle. 2ND-3RD CENTURY
A.D. Of biconical form and bearing an engraved letter 'C' to the top face;
slightly concave base; iron handle showing some corrosion. 13 3/4 in. (30.3 kg = 67 #, or about a bushel
of wheat), 35 cm wide).<o:p></o:p></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHcA7ZmyC4exd3tseZAqv-Ad8_tIaRbepB55_Hf9AIlGZUU6GXx3yE3KAwz1o5KvObvol8MLTsChE9PhHl17XRHiRj1Bsb-6xbJ7EVrhwSDpBc4nQfeL2FVAwr1AHjP7jaNjCT3Ii40zZuFOHVjjgac8VHc7o9Hx5rBhBmb4KuiUjRHeH4tHm1nnggV2Y/s608/2%20As%20CNG%2010.4.2023%20ex%20Simons%20Gal%20-%20obv.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="608" data-original-width="573" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHcA7ZmyC4exd3tseZAqv-Ad8_tIaRbepB55_Hf9AIlGZUU6GXx3yE3KAwz1o5KvObvol8MLTsChE9PhHl17XRHiRj1Bsb-6xbJ7EVrhwSDpBc4nQfeL2FVAwr1AHjP7jaNjCT3Ii40zZuFOHVjjgac8VHc7o9Hx5rBhBmb4KuiUjRHeH4tHm1nnggV2Y/s320/2%20As%20CNG%2010.4.2023%20ex%20Simons%20Gal%20-%20obv.jpg" width="302" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj96XbbKADuwCejOAdPLVw76IAUU4pBC-TEDqsWRmc5XeypBOmN1T2M-UQchyphenhyphenKVXqBmKZKwiaJUCjfBJNAxeN7M0rIAJZdrUCogUwQJa5jWCztf9RwcWKq-vXPsuBAKTsbJNUf8wIgjLqhjFV6XT2vjJbskMU0x2S-i2kh2DUx0m9-eHnouEsFKEEn0vFQ/s1757/2%20As%20CNG%2010.4.2023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1757" data-original-width="1646" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj96XbbKADuwCejOAdPLVw76IAUU4pBC-TEDqsWRmc5XeypBOmN1T2M-UQchyphenhyphenKVXqBmKZKwiaJUCjfBJNAxeN7M0rIAJZdrUCogUwQJa5jWCztf9RwcWKq-vXPsuBAKTsbJNUf8wIgjLqhjFV6XT2vjJbskMU0x2S-i2kh2DUx0m9-eHnouEsFKEEn0vFQ/s320/2%20As%20CNG%2010.4.2023.jpg" width="300" /></a></div><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">2.</span><span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;"> </span><!--[endif]-->Two Libra (As) Commercial Weight <o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">EASTERN
MEDITERRANEAN/AEGEAN. Late Hellenistic to Roman Imperial Period. Cast PB
Dupondius Weight (92x90mm, 704.00 g). <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Obverse - Blank in
simple raised molded frame; | | (mark of weight) inlaid in copper / <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Reverse - Blank,
but for etched name ANTONINVS. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Brown patina, some
marks.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiedbqWauW7rszJl_43xVhg0FJ5xYTLqqnJjY7L7X5VuGUolVuaD2LOYfALy4S1Xzy147eF2ODwHhW0Tbvv36ItgaW_o59HQIq09Idne_M30v5gznabTVssg_UpqVAeN0gFBOvtoLQu5DpxER8wpaYMUw3Eif_LrYdE4vGeBZYvg_dWUKuhYm96CxzKI6k/s1600/Vib%20Var%20CNG%2010.4.2023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1600" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiedbqWauW7rszJl_43xVhg0FJ5xYTLqqnJjY7L7X5VuGUolVuaD2LOYfALy4S1Xzy147eF2ODwHhW0Tbvv36ItgaW_o59HQIq09Idne_M30v5gznabTVssg_UpqVAeN0gFBOvtoLQu5DpxER8wpaYMUw3Eif_LrYdE4vGeBZYvg_dWUKuhYm96CxzKI6k/w369-h178/Vib%20Var%20CNG%2010.4.2023.jpg" width="369" /></a></div><br /><p></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">3.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Moneyer issues of Imperatorial Rome. C. Vibius Varus.
42 BC. AR Denarius Rome mint. <o:p></o:p></p><div>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Laureate and
bearded head of Hercules right <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Minerva standing
right, holding spear and Victory; shield set on ground to right. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Light golden
toning. Good VF. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">(17.5mm, 3.91 g,
9h). </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Crawford 494/37; </span></p></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHBmj9nGxUGNis2tgKN28xjiyjKEX5McgtRwgI4_0xgStCXpUh0TvaSdutWHYuZi-b5jmXGwvAujWja8j6l8xaEbmy7URytBpx9PVJN6aNNEATsg8IlWecCV7ew630DpU6_7gdr9I_8OoOJybkiRCNPsXKy7bYu9p7EekDmGzXa0HZZY7L1sYng5Xu6xs/s1243/Clusans%20Club%20Etruria%20Volterrae%20As%20NN%207.30.2023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="651" data-original-width="1243" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHBmj9nGxUGNis2tgKN28xjiyjKEX5McgtRwgI4_0xgStCXpUh0TvaSdutWHYuZi-b5jmXGwvAujWja8j6l8xaEbmy7URytBpx9PVJN6aNNEATsg8IlWecCV7ew630DpU6_7gdr9I_8OoOJybkiRCNPsXKy7bYu9p7EekDmGzXa0HZZY7L1sYng5Xu6xs/w398-h209/Clusans%20Club%20Etruria%20Volterrae%20As%20NN%207.30.2023.jpg" width="398" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">4.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Etruria, Volterrae Æ As circa 217-215, <o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Obv - Janiform
head of Culsans wearing pointed cap. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Rev - Club; in
field r., mark of value: I, Etruscan ethnic 'velaθri' around.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">62.00 mm., 143.76
g.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Haeberlin pl. 83,
7. <o:p></o:p></span></p><p class="MsoListParagraph" style="margin: 0in 0in 0in 0.5in; text-align: center; text-indent: -0.25in;"><br /></p></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVa5EdsxKNwmJjPXIv37ZgWD463nBDMcHllEonnvJKN11TvlmhZRokX-pOAlnMSj_eJ5AGyFK8RpAtLoyjOUJx_pi7g7EFO9JhsuZatTOzPEvf1z4meHa3Roc4Je4KUWgtFf7DaSH5DxwaYz5-qb9EV6vZ1d2Phyphenhyphenm07p2jWVIoUKDID2iQz2weBCiNCEc/s755/20230523_150047.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="755" data-original-width="590" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVa5EdsxKNwmJjPXIv37ZgWD463nBDMcHllEonnvJKN11TvlmhZRokX-pOAlnMSj_eJ5AGyFK8RpAtLoyjOUJx_pi7g7EFO9JhsuZatTOzPEvf1z4meHa3Roc4Je4KUWgtFf7DaSH5DxwaYz5-qb9EV6vZ1d2Phyphenhyphenm07p2jWVIoUKDID2iQz2weBCiNCEc/s320/20230523_150047.jpg" width="250" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj1FDwm6oK_I8qBeEcI04tTCgbs_KxCV7iXsZncCTO-pIospf1rZvrCfPxtWWZvS7Bos02UqDMuPOtFiqhee5USFL_tyX_0girN5zkgsgCCctMf5aiq8btumViMtrbGSxElz2woSp8XzaWIm2TxmOOdNRj6bHGapPBSH_RGefrTSLLx_J1vhUEKiP6e4E/s794/20230523_150119.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="794" data-original-width="591" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj1FDwm6oK_I8qBeEcI04tTCgbs_KxCV7iXsZncCTO-pIospf1rZvrCfPxtWWZvS7Bos02UqDMuPOtFiqhee5USFL_tyX_0girN5zkgsgCCctMf5aiq8btumViMtrbGSxElz2woSp8XzaWIm2TxmOOdNRj6bHGapPBSH_RGefrTSLLx_J1vhUEKiP6e4E/s320/20230523_150119.jpg" width="238" /></a></div><br /><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">5.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Cast Uncia, Greek Italy. Uncertain Umbria or Etruria.
AE, c. 3rd century BC. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Obv. Club. / Rev.
Dot. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Vecchi ICC 200;
Haeb. pl. 81,42.43. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">11.49 grams, 23.0
mm. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">R. Rare.
Attractive earthy green patina. About EF.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">I have several 2 dot coins of this series, both large and small series. I have wanted this type for a while.</span></p><p style="margin: 0in;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSh_cPIp_Xw1cdXPKka59fZ_J-btjmkdIkUaFoWyL5h4kIWvDzSYKmWy97s5xKr_l4GEtJNnxAYo140ijGWD9fdBQzcvyEpKNzX1yXGiApg8mAShVV1qaVZDUylAvEAXDyOTcJ_eP0UCP4GbZO7JLdl_tFgrkf627vp3tQdFjaI3FFZVXec9LagalDtl0/s1367/Mars%20Mars%20tintin%203.17.2023%20right.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1330" data-original-width="1367" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSh_cPIp_Xw1cdXPKka59fZ_J-btjmkdIkUaFoWyL5h4kIWvDzSYKmWy97s5xKr_l4GEtJNnxAYo140ijGWD9fdBQzcvyEpKNzX1yXGiApg8mAShVV1qaVZDUylAvEAXDyOTcJ_eP0UCP4GbZO7JLdl_tFgrkf627vp3tQdFjaI3FFZVXec9LagalDtl0/s320/Mars%20Mars%20tintin%203.17.2023%20right.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7neUORrXw6cjxHmRBn2jq64EiRARwH8cG82cK-rmHpNtUEHUtzBjtGFGhEQOSv6VqWhfvNOLX-w2Tu_zxTjsGiH-Sj4jnxuRz3MJ9ODbidyiw_eqnYL9aGc5AFhJZRwAhTEAPMH7170T-sj2R_95LRfRzVMCbQdViPrfe3lV2DP95KI1oanSoQnzYM8I/s1155/Mars%20Mars%20tintin%203.17.2023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1143" data-original-width="1155" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7neUORrXw6cjxHmRBn2jq64EiRARwH8cG82cK-rmHpNtUEHUtzBjtGFGhEQOSv6VqWhfvNOLX-w2Tu_zxTjsGiH-Sj4jnxuRz3MJ9ODbidyiw_eqnYL9aGc5AFhJZRwAhTEAPMH7170T-sj2R_95LRfRzVMCbQdViPrfe3lV2DP95KI1oanSoQnzYM8I/s320/Mars%20Mars%20tintin%203.17.2023.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p style="margin: 0in;"></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Roman Republic, Aes grave, Roma / Roma series, Semis,
269 - 240 BC, Rome mint <o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">D\ Head of Mars in
Corinthian helmet, facing right, under S in retrograde. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">R\ Head of Mars,
facing left, under S. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Weight 124.50
grams, Diameter 52 mm. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">BB+. Green Patina<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Cataloguers have
different names for the heads on this coin. Mars and Minerva are the most
common, but juvenile head and Head of warrior hero were also used.<o:p></o:p></span></p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9T9DYl0u0asjawmJ2dlE1cWkGHdp2NfGaq1DfB9NMmlDL3n1KbChTfHyrl9N_JcVEAU1GCLEI1ly6GkalFc85LLhaw1Fdy65-Wok3pOspIwJn7ZDWW00KGX8SphY_pUr1sjAVNUkS4ul1p3o_ZWtbn8cWf4bBuGK_601MQI3bZPzS-f28kMsgO-ViL3Q/s2573/24%20N%20book%20and%20wt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1714" data-original-width="2573" height="342" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9T9DYl0u0asjawmJ2dlE1cWkGHdp2NfGaq1DfB9NMmlDL3n1KbChTfHyrl9N_JcVEAU1GCLEI1ly6GkalFc85LLhaw1Fdy65-Wok3pOspIwJn7ZDWW00KGX8SphY_pUr1sjAVNUkS4ul1p3o_ZWtbn8cWf4bBuGK_601MQI3bZPzS-f28kMsgO-ViL3Q/w514-h342/24%20N%20book%20and%20wt.jpg" width="514" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p style="margin: 0in; text-align: center;"><br /></p><p style="margin: 0in;"></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->24 Nomismata, NKΔ, Byzantine Empire Æ Weight. Circa
5th-7th Century AD. Silver inscription inlay: + ΑΓΙΑ ΜΑΡΙΑ ΒΟHΘΙCΟΝ on raised
circle enclosing monogram between two crosses over denominational number NKΔ;
CE - YX - AP - IC in four corners / Blank. Unpublished in the standard
references. A similar weight (N OB = 72 nomisma) is on the cover of Collections du Musée d’art
et d’histoire - Genève, Geneva 2015, p. 38, 109.10g, 39mm. <span style="font-family: "Times New Roman", serif; font-size: 12pt;">Extremely Fine </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">This imposing
weight is part of a series that carries two silver inlayed invocations: ΑΓΙΑ
ΜΑΡΙΑ ΒΟHΘΙCΟΝ (= Saint Mary help us) and in the four corners: ΘE – YX – AP –
IC (= the grace of God).</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEn5Z541P8PKjLwbAG9PRCVCkJ6hfTBvq-BmViNde0F7gID7qqiE_nUSN1K5DcwfVuZDPY3kDsKvFJ99J4R-2_lrOGaAJiA3Wyempj7uGqmLw1Uf0z-Y7sXRnek7H1UdVnGa-OOpWR3yGm1JlJzzK1k3Dsw18sQ8xBJqV4s9OLQxjGEWumufhN2YCwLcw/s1600/30%20Nom%20Hendin%20col%20AN.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="810" data-original-width="1600" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEn5Z541P8PKjLwbAG9PRCVCkJ6hfTBvq-BmViNde0F7gID7qqiE_nUSN1K5DcwfVuZDPY3kDsKvFJ99J4R-2_lrOGaAJiA3Wyempj7uGqmLw1Uf0z-Y7sXRnek7H1UdVnGa-OOpWR3yGm1JlJzzK1k3Dsw18sQ8xBJqV4s9OLQxjGEWumufhN2YCwLcw/w430-h218/30%20Nom%20Hendin%20col%20AN.jpg" width="430" /></a></div><br /><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><br /></span><p></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">8.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->30 Nomismata, ΛN, Bronze Coin Weight, Romano-Byzantine,
4th-5th centuries CE. <o:p></o:p></p><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Ov - Two facing
imperial busts within arched distyle shrine, letters ΛN below. Brown surfaces,
minor traces of silver. / Rev - Blank. <o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">117 grams; 41mm
Diameter, 10 mm thick<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">From the David
Hendin Collection, a few minor marks from usage.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpl15pv16DDJcQHoqkPIbQTzDTqgnkj9XsqKdEpf9sEIegpypunSveU-1A0brPE6Hg7qx-bu7ahvr2nXKYp5NPi55vr0L6a-WbyZ-QhLcdx8X4SCIWE-KIPELpyV3hHOHmsXRYgb906znFlX9BWMHSBv2u1YeyW-xvf9796EZC6YgxNqQZ_NfZh6qoM7E/s1562/20230114_211327.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1531" data-original-width="1562" height="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpl15pv16DDJcQHoqkPIbQTzDTqgnkj9XsqKdEpf9sEIegpypunSveU-1A0brPE6Hg7qx-bu7ahvr2nXKYp5NPi55vr0L6a-WbyZ-QhLcdx8X4SCIWE-KIPELpyV3hHOHmsXRYgb906znFlX9BWMHSBv2u1YeyW-xvf9796EZC6YgxNqQZ_NfZh6qoM7E/s320/20230114_211327.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic5S3yiCiq3rWcyGYe8HWDYFFnqap8pMO1DbARz7K6bz_J5tQvLoUzLg0AURVEn40bKi-k-nkmRM5q7bvbCiTMHQ0gYFT8oSmyKqkSG4tELEXmlHno2HFQSRhWSV0lWGZoQGwm9I22WCNO5wHQrTysjF0MzWTXl7iMAGt95n5ZW8bfamxfadNkKN6CBeQ/s1247/20230114_211344.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1247" data-original-width="1245" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic5S3yiCiq3rWcyGYe8HWDYFFnqap8pMO1DbARz7K6bz_J5tQvLoUzLg0AURVEn40bKi-k-nkmRM5q7bvbCiTMHQ0gYFT8oSmyKqkSG4tELEXmlHno2HFQSRhWSV0lWGZoQGwm9I22WCNO5wHQrTysjF0MzWTXl7iMAGt95n5ZW8bfamxfadNkKN6CBeQ/s320/20230114_211344.jpg" width="319" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">9.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->Skythia, Olbia. Cast bronze coin, ca. 470-460 BC. <o:p></o:p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Obverse: Head of
Athena left, wearing crested Attic helmet; to left, dolphin upward; all within
incuse circle. Reverse: Wheel with four spokes; [magistrate's name Π-A-Y-Σ
around]. <o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Extremely Rare -
just a few specimens known. Green patina. Very Fine. <o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">65.75 grams / </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">46 dia X 8 mm</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNbCbmafKmouqqZXLGFmDeklLCNa_NtUS15lBfHx4Nti-a8G4W3ltyeqgmpvRNzKEpJYz1OKg9SIe1evRKT_N_OPNwv9hIlbiWLsRy2TrMNDQw3WfA_26CvmCrZwyGI0wNidMQJccThovOHZgi8K2Jplg45QiRVYBcD2tAynft573eKmEL1kuEvaHW4jk/s1697/20231124_150035.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1594" data-original-width="1697" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNbCbmafKmouqqZXLGFmDeklLCNa_NtUS15lBfHx4Nti-a8G4W3ltyeqgmpvRNzKEpJYz1OKg9SIe1evRKT_N_OPNwv9hIlbiWLsRy2TrMNDQw3WfA_26CvmCrZwyGI0wNidMQJccThovOHZgi8K2Jplg45QiRVYBcD2tAynft573eKmEL1kuEvaHW4jk/s320/20231124_150035.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQwv_ErJhfmRN-kTuKsTx4kpWb9GKVe9QGCHkcZh_5kE_EOGhb3Yj21mlCgSPZXLcdoFEeNnzjEeiwHREAqkZg1v_Y3uaatTe1fU16OvROBliGHTY8dVe9mxKDSmvBNz90knINOKKiSkAFlj2PGPnraOJNyQmWgfJzrLT6JQlMqqUi7w1UdCUbm-HrU9s/s1252/20231124_150039.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1252" data-original-width="1239" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQwv_ErJhfmRN-kTuKsTx4kpWb9GKVe9QGCHkcZh_5kE_EOGhb3Yj21mlCgSPZXLcdoFEeNnzjEeiwHREAqkZg1v_Y3uaatTe1fU16OvROBliGHTY8dVe9mxKDSmvBNz90knINOKKiSkAFlj2PGPnraOJNyQmWgfJzrLT6JQlMqqUi7w1UdCUbm-HrU9s/s320/20231124_150039.jpg" width="317" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZEY6eK_WiQxDIxhJxowBysFptlf09q5LPzYafhwi4lp2rPp0PnFa20HBTsrAsSWiR2v3Lmspg4GOd9cYbtOCoBlSl4SxV9DoenQIR5dcuOvLIEiN4lpa5FrGhyrbJSB_6lZTWL3KZ-JwdWs45yInkpJX1wcSnSUAEKZpVup0pt4SGlSSS9e2SQwCBmXI/s1010/20231124_150050.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1010" data-original-width="702" height="372" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZEY6eK_WiQxDIxhJxowBysFptlf09q5LPzYafhwi4lp2rPp0PnFa20HBTsrAsSWiR2v3Lmspg4GOd9cYbtOCoBlSl4SxV9DoenQIR5dcuOvLIEiN4lpa5FrGhyrbJSB_6lZTWL3KZ-JwdWs45yInkpJX1wcSnSUAEKZpVup0pt4SGlSSS9e2SQwCBmXI/w258-h372/20231124_150050.jpg" width="258" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><p class="MsoListParagraph" style="margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]-->10.<span style="font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;">
</span><!--[endif]-->BYZANTIUM. Round commercial weight. AE 6 Unciae ø 48mm
(152.82g). ca. 6th century A.D. Bronze weight with profiled edge. Engraved on
the top and provided with metal inlays: Two squares placed over corners with
head inlays. Circumferential ΘEOV XAPIC ("God's Grace"). Inside cross
and Γ (= Uncia) - S (= 6). The inscription inlaid in silver. Very nice
specimen!<o:p></o:p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">ΘEOV XAPIC: </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Gottes Gnaden, German; </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">God's Grace, English; </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Gracia de Dios,
Spanish</span></p><p style="margin: 0in;"><br /></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-75227254356930771862023-12-22T12:02:00.000-08:002023-12-22T12:02:02.890-08:00M. Servilius / L. Sentius Hybrid and Fourrée Denarius<p> </p><div class="separator" style="clear: both; text-align: left;">This coin has the obverse of a coin by L. Sentius in 101 BC and a reverse by M. Servilius in 100 BC. It is a fourrée (silver plating on a copper base). It could have been produced by a counterfeiter who did not know the coin type or by a Roman mint worker trying to meet production goals when a die broke. The seller called it a hybrid. Others call similar coins mules. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsaORnYtm3_G3TCGLxRw23zC77BohPwX1ZiVBaSFTAkuoVhhSz6No13_eJ-Er9SblOd1aFEcpkT6rZyuwJ62eRG4OCFzsQaNqa-67iFQfbGgdCp26_2r-mJGhzW57-3hOiNTFJU3w6rR8geRLXcQKJnGQs9bufElh0oALSG6HsEvFjyE-mV1Cc2Kb1yJg/s633/Servilius%20Sentius%20hybrid%20Artemide.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="303" data-original-width="633" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsaORnYtm3_G3TCGLxRw23zC77BohPwX1ZiVBaSFTAkuoVhhSz6No13_eJ-Er9SblOd1aFEcpkT6rZyuwJ62eRG4OCFzsQaNqa-67iFQfbGgdCp26_2r-mJGhzW57-3hOiNTFJU3w6rR8geRLXcQKJnGQs9bufElh0oALSG6HsEvFjyE-mV1Cc2Kb1yJg/w394-h188/Servilius%20Sentius%20hybrid%20Artemide.jpg" width="394" /></a></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Roman Republican AR/AE?
Denarius <o:p></o:p></span></p><div class="separator" style="clear: both;">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">M. Servilius / L.
Sentius. Hybrid (and fourrée?), after 100 BC. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Obv. Helmeted head
of Roma right; behind, Φ (M. Servilius C.f., 100 BC). <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Rev. Jupiter in
prancing biga right; below horses, uncertain letter (partially off flan); in
exergue, L SENTI [C F] (L. Sentius C.f., 101 BC). </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">The obverse is a Crawford 327/1 and the reverse is a Crawford 325/1b. The seller called it AR/AE (fourree?). In hand I see openings in the plating that make me believe it is a plated coin. I wonder if a SpGr test would confirm this. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">3.28 grams, 21 mm </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">A very rare and interesting
example. Broad flan. Brilliant and lightly toned, with golden hues. VF.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: Times New Roman, serif;">Examples of the two coins are shown below.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB3kUFfNg36MMW77GKfJVPI2u0IJ4LZ9h9FBex1BDpi1F7pBK5jOHftwjtnKhGyzXA_yarjaTdyGOp5Ooxt-Mm9orf8Auy1yhR1BM6vsu1gBMV-v0M8STdaZDJHjsRBXeI1IRRgW35fnLVxu8umrwayKQ0RquUXrS_eCQUbvn1x0B28myZRdxzXCojzuU/s1000/M.%20Servilius%20Roma.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="503" data-original-width="1000" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB3kUFfNg36MMW77GKfJVPI2u0IJ4LZ9h9FBex1BDpi1F7pBK5jOHftwjtnKhGyzXA_yarjaTdyGOp5Ooxt-Mm9orf8Auy1yhR1BM6vsu1gBMV-v0M8STdaZDJHjsRBXeI1IRRgW35fnLVxu8umrwayKQ0RquUXrS_eCQUbvn1x0B28myZRdxzXCojzuU/s320/M.%20Servilius%20Roma.jpg" width="320" /></a></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">M. Servilius AR
Denarius. Rome, 100 BC. Helmeted head of Roma right; control mark Є behind /
Two warriors, a Roman and a barbarian, fighting on foot, each with a horse
behind him; M•SERVEILI•C•[F] V in two lines in exergue. Crawford 327/1 …. pic from Roma Auctions<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb1_2NVUl6N1NdWirRpKFQsaB-GdH2Pt1_SPteZE6hh54PaHzNoWqa963yGQWJ4kmI57GV5VQ4G9IFx_1uspBxHGJxij3jpyd8JFgUzmwzDm4Qe4umclDhS5n3QMD0o7N0ERGXmBjGH8k35NMI7GPDqAfjBWpDPbloeHFfff2Tf34Qs0n0OtW9PldRBS0/s2101/L.%20Sentius%20C.f.%20Goldburg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1040" data-original-width="2101" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb1_2NVUl6N1NdWirRpKFQsaB-GdH2Pt1_SPteZE6hh54PaHzNoWqa963yGQWJ4kmI57GV5VQ4G9IFx_1uspBxHGJxij3jpyd8JFgUzmwzDm4Qe4umclDhS5n3QMD0o7N0ERGXmBjGH8k35NMI7GPDqAfjBWpDPbloeHFfff2Tf34Qs0n0OtW9PldRBS0/s320/L.%20Sentius%20C.f.%20Goldburg.jpg" width="320" /></a></div><br /><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Roman Republic. L.
Sentius C.f., moneyer. AR Denarius minted at Rome, 101 BC. Helmeted head right
of Roma. Reverse: Jupiter in quadriga right, holding scepter and thunderbolt;
below horses, K. Sear 203; Sentia 1; Cr. 325/1b … Goldberg <o:p></o:p></span></p><div class="separator" style="clear: both; text-align: left;"></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"><br /><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><br /></span></p><div class="separator" style="clear: both; text-align: left;"></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><br /><span style="font-family: Times New Roman, serif;"><br /></span></p></div>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-41573950679174828592022-03-11T12:24:00.002-08:002022-03-11T12:24:38.842-08:00ANA Money Show Finds<p></p><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"> It has been a while since I attended a large coin show. I found a few treasures... some to buy and some to see.</span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;">for me</span></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgnCJRVtdl55qJuGKAMQUbHwhYqo1o8oqFO58uAjhsa-u4itZ0syeFU9JtU9HI-uqUZhcS2sg8wtubNPZt1vuH7M7uZeeS-55O2PRMLu0vfeo9GMiqaSoNtIfBwTBy-Fe5cAwkFUzWJ3TwQywZvIvEZ7cUsCpudrf2eC-szDPKQWDU7LwQRYpwW6mq4=s2576" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1932" data-original-width="2576" height="300" src="https://blogger.googleusercontent.com/img/a/AVvXsEgnCJRVtdl55qJuGKAMQUbHwhYqo1o8oqFO58uAjhsa-u4itZ0syeFU9JtU9HI-uqUZhcS2sg8wtubNPZt1vuH7M7uZeeS-55O2PRMLu0vfeo9GMiqaSoNtIfBwTBy-Fe5cAwkFUzWJ3TwQywZvIvEZ7cUsCpudrf2eC-szDPKQWDU7LwQRYpwW6mq4=w400-h300" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">to see</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh-F8HvjGppXCHNu1HpYL-wZS8DlHPAZXtmmNxA-J11GwNPBoTPnpPQ7zM3jK1ad-VVNF4o9vYv1QpepUydD95cA5FTYsu5r4MYnBolvpEZi75qnGT-rjgPlwzx2GPPXOf57-pjEwhDjeYSfnbcm_0c_FKZHxhC9NE0A3XJAM8iAK1IRm83qAhO_g45=s2576" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1932" data-original-width="2576" height="300" src="https://blogger.googleusercontent.com/img/a/AVvXsEh-F8HvjGppXCHNu1HpYL-wZS8DlHPAZXtmmNxA-J11GwNPBoTPnpPQ7zM3jK1ad-VVNF4o9vYv1QpepUydD95cA5FTYsu5r4MYnBolvpEZi75qnGT-rjgPlwzx2GPPXOf57-pjEwhDjeYSfnbcm_0c_FKZHxhC9NE0A3XJAM8iAK1IRm83qAhO_g45=w400-h300" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-25868426316307458402022-02-21T22:15:00.000-08:002022-02-21T22:15:05.510-08:00Byzantine Coin Weight with NH or 8 Nomisma<p><span style="background-color: white; color: #0f1419; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 23px; white-space: pre-wrap;">I picked up a lot of Late Roman or Byzantine coin weights today. New to me is an Eight Solidi / Nomismata (= 8/6ths of an Ounce) = 36.4 gr. std wt. It is engraved N֯H with a series of dots. There are 36 examples of this denomination on pondera. The lot also had 4 & 2 Solidi wts.</span></p><p><span style="background-color: white; color: #0f1419; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 23px; white-space: pre-wrap;">Shown below are some weights I obtained since my last coin weight post.</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhYtjS6DlgWKNH7W1jRDGnS3kIKnf4Jjo3K8OHBCXcJO0UWmMXS9YPhDMae6fWtB5UgjsdlzvqOaXSDQDRa3mpomVZIvBaQy2P2-EI7LV0K3xioEt_Knq9aUotcwZezDGdxpCojOP2QQ9YH6M1V_6lCdA0I5sAmvVnhOATWbS0s3lRkW6dolPb0qKfr=s785" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="785" data-original-width="771" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhYtjS6DlgWKNH7W1jRDGnS3kIKnf4Jjo3K8OHBCXcJO0UWmMXS9YPhDMae6fWtB5UgjsdlzvqOaXSDQDRa3mpomVZIvBaQy2P2-EI7LV0K3xioEt_Knq9aUotcwZezDGdxpCojOP2QQ9YH6M1V_6lCdA0I5sAmvVnhOATWbS0s3lRkW6dolPb0qKfr=s320" width="314" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhgXus_wIA6RHaG1dAaRq51_ZcmATVuQpUIHzHpwAHwnKbvuLtnKgeSqCkeP_Misnh8Kn4VHwClFIwRm_GtoB_tg6ni4um8Sv1Ud7-4X7rH19ZpyLovw7s-hjaekGukU6apJeapXceWUtAC546kKguqTJ3HA6dmWjokFHKKHCZeuKa1Oj4_DbwADqYd=s609" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="609" data-original-width="604" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhgXus_wIA6RHaG1dAaRq51_ZcmATVuQpUIHzHpwAHwnKbvuLtnKgeSqCkeP_Misnh8Kn4VHwClFIwRm_GtoB_tg6ni4um8Sv1Ud7-4X7rH19ZpyLovw7s-hjaekGukU6apJeapXceWUtAC546kKguqTJ3HA6dmWjokFHKKHCZeuKa1Oj4_DbwADqYd=s320" width="317" /></a></div><p></p><p class="MsoNormal">Late Roman or Early Byzantine bronze coin weight<o:p></o:p></p><div class="separator" style="clear: both;">
<p class="MsoNormal">NH – 8 Nomisma or Solidi<o:p></o:p></p>
<p class="MsoNormal">This weight was purchased as part of a lot of 3. When I have
the weight in hand, I will check weight and dimensions.<o:p></o:p></p>
<p class="MsoNormal">Obv – Centering indention between marks of value - N° H
decorated with swirled lines, all made with punched dots<o:p></o:p></p>
<p class="MsoNormal">Rev - Centering
indention<o:p></o:p></p>
<p class="MsoNormal">Edge to be determines, obv & rev have raised edges. <o:p></o:p></p>
<p class="MsoNormal">Late Roman / Byzantine coin weights used N֯H to indicate eight
Numis / Solidus. The standard weight is 36.4 g.
There are 37 (36 bronze) 8 N weights on -
https://pondera.uclouvain.be/browse/<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiyvdMv-Dixq22lxVPgi3y3KODtcpBrpUD6Q43iWy4GPltlpykWCLFqhFKhjW-9PwadSsdeQjtGPzuwcylq6DmtnWQMNAC7b4frHqJxhPkMsleWorosiWd1FqSgs66E3FjVa7s-NKaytVUuo5NXmKPGN3COx6swD1kwIYwB1KwrzByftjrG-S3G3Pw7=s761" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="328" data-original-width="761" height="173" src="https://blogger.googleusercontent.com/img/a/AVvXsEiyvdMv-Dixq22lxVPgi3y3KODtcpBrpUD6Q43iWy4GPltlpykWCLFqhFKhjW-9PwadSsdeQjtGPzuwcylq6DmtnWQMNAC7b4frHqJxhPkMsleWorosiWd1FqSgs66E3FjVa7s-NKaytVUuo5NXmKPGN3COx6swD1kwIYwB1KwrzByftjrG-S3G3Pw7=w400-h173" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Five Nomismata round coin weight, late Roman or Byzantine, 4<sup>th</sup>
to 6<sup>th</sup> century AD<o:p></o:p></p>
<p class="MsoNormal">Obv – Engraved circle between marks of value - N° E
decorated with swirled lines, all made with punched dots<o:p></o:p></p>
<p class="MsoNormal">Rev - Engraved circle
surrounded by 4 equally spaced dots<o:p></o:p></p>
<p class="MsoNormal">Edge had raised edges and center, obverse and reverse have
raised edges with inscribed circle.<o:p></o:p></p>
<p class="MsoNormal">22.42 grams<o:p></o:p></p>
<p class="MsoNormal">25 mm dia X 7 mm thick<o:p></o:p></p>
<p class="MsoNormal">same denomination as Bendall 96<o:p></o:p></p><p class="MsoNormal"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhlqi_DR2lccLY6KlFpUJFSnTjnt7i8Jh0T-i6M9t-2VephUKB2WcmuIMgKDCcEmEKBD0m6wkoSvY42Fmn-KImCOCTub-2MjvW0XfLD-NJ3pet6Z7foLMAu5DtUb3qITo0szYIKsIIn2QDgzdoy2eFzKKa_1bGFPCNZofMBcyNDZh09VkYTTrNvwQ0F=s846" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="846" height="194" src="https://blogger.googleusercontent.com/img/a/AVvXsEhlqi_DR2lccLY6KlFpUJFSnTjnt7i8Jh0T-i6M9t-2VephUKB2WcmuIMgKDCcEmEKBD0m6wkoSvY42Fmn-KImCOCTub-2MjvW0XfLD-NJ3pet6Z7foLMAu5DtUb3qITo0szYIKsIIn2QDgzdoy2eFzKKa_1bGFPCNZofMBcyNDZh09VkYTTrNvwQ0F=w400-h194" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Byzantine Octagonal Bronze Weight of 4 Numismata; 800 - 1000
A.D<o:p></o:p></p>
<p class="MsoNormal">Obverse - N֯Δ to indicate four Numis / Solidus<o:p></o:p></p>
<p class="MsoNormal">Reverse - blank<o:p></o:p></p>
<p class="MsoNormal">18.14 grams<o:p></o:p></p>
<p class="MsoNormal">22 X 21 X 5 mm<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiskl5JX9iPtJHVYHoVTh-Q8fxSYBAjKe6bTDA9f_Zy3NqPEPxBAV1-CiC-TkJX0UZpi3WNdlzBWAxjnY2X4JrHABzhkfDpSvIxrpFphqp314eUgOdSfl967hZh-2gd1HA9dNrJgZmGJOXdAg3dP6EmFVGnDXYlU6tXqKz5c55Hxgw-JsHc5gi8GFgM=s514" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="260" data-original-width="514" height="203" src="https://blogger.googleusercontent.com/img/a/AVvXsEiskl5JX9iPtJHVYHoVTh-Q8fxSYBAjKe6bTDA9f_Zy3NqPEPxBAV1-CiC-TkJX0UZpi3WNdlzBWAxjnY2X4JrHABzhkfDpSvIxrpFphqp314eUgOdSfl967hZh-2gd1HA9dNrJgZmGJOXdAg3dP6EmFVGnDXYlU6tXqKz5c55Hxgw-JsHc5gi8GFgM=w400-h203" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">NΔ - 4 Nomisma or Solidi from NBS lot<o:p></o:p></p><p class="MsoNormal">Obv – Centering indention between marks of value - N° Δ decorated with swirled lines, all made with punched dots<o:p></o:p></p><p class="MsoNormal">Rev - Centering indention and 4 dots (weight adjustment?)<o:p></o:p></p><p class="MsoNormal">Edge to be determines, obv & rev have thick raised edges.</p>
<p class="MsoNormal"><o:p> </o:p>Late Roman / Byzantine coin weights used N֯Δ to indicate
four Numis / Solidus. The standard weight is 18.2 g. Many weights, but not all,
have a small o near the N. One of my weights is in lead and has only Δ and is
16.48 grams. Another weight is blank and is 15.74 g. The octagonal weight =
18.14 g. There are 88 4 N weights on - https://pondera.uclouvain.be/browse/</p><p class="MsoNormal"><o:p></o:p></p></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgG0zL2-zXo4-NyOPQP_eD1JkPNTmREhDNea6Otptp-GhyJbUFijYascF7S1HCRAdhytpuX1A_dWu3AOVUn2779srCb9Pz-yWKLphX2jG-6sRI0ISMm48tLFHSRWf16pW5IkT4eGAUjI99WsCzvwVl765bwC4eimCveASesrgtPtsdtBf1lxLA6UQFZ=s900" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="462" data-original-width="900" height="205" src="https://blogger.googleusercontent.com/img/a/AVvXsEgG0zL2-zXo4-NyOPQP_eD1JkPNTmREhDNea6Otptp-GhyJbUFijYascF7S1HCRAdhytpuX1A_dWu3AOVUn2779srCb9Pz-yWKLphX2jG-6sRI0ISMm48tLFHSRWf16pW5IkT4eGAUjI99WsCzvwVl765bwC4eimCveASesrgtPtsdtBf1lxLA6UQFZ=w400-h205" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Three Nomismata round coin weight, Byzantine, 5<sup>th</sup>
to 6<sup>th</sup> century AD<o:p></o:p></p>
<p class="MsoNormal">Obv – Engraved circle between marks of value - Ν° Γ, above
cross all made with inscribed lines<o:p></o:p></p>
<p class="MsoNormal">Rev - Engraved circle
surrounded by 4 equally spaced dots<o:p></o:p></p>
<p class="MsoNormal">Edge had raised edges and center, obverse and reverse have
raised edges with inscribed circle.<o:p></o:p></p>
<p class="MsoNormal">13.1 grams<o:p></o:p></p>
<p class="MsoNormal">22 mm dia X _ mm thick<o:p></o:p></p>
<p class="MsoNormal">similar to Bendall 145<o:p></o:p></p>
<p class="MsoNormal">Geneva 262</p><p class="MsoNormal"><o:p></o:p></p>
<p class="MsoNormal">Late Roman / Byzantine coin weights used N֯ Γ to indicate 3
Numis / Solidus. The standard weight is 13.6 g. Many weights, but not all, have
a small o near the N. There are 368 3 N weights on - <o:p></o:p></p>
<p class="MsoNormal">https://pondera.uclouvain.be/browse/<o:p></o:p></p></div><br />I also picked up some Greek lead weights. <br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgw1iQOHP0SfIO7vB09UCNbMUDW726F7wuRanGMKNsWyJhLLQlhHgL4mBJME5UmTMOm9HwJrVis9VfAd_N30Zq9VU39-n4TaZwGT-iVootHxxT6bGoA6BZF_z2az4DYq1d1NvHybSznBLVlfcjamXb32CP2AahNbMV-05StuOb3OpX0TOZ0iL0_Oyh4=s2282" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1592" data-original-width="2282" height="279" src="https://blogger.googleusercontent.com/img/a/AVvXsEgw1iQOHP0SfIO7vB09UCNbMUDW726F7wuRanGMKNsWyJhLLQlhHgL4mBJME5UmTMOm9HwJrVis9VfAd_N30Zq9VU39-n4TaZwGT-iVootHxxT6bGoA6BZF_z2az4DYq1d1NvHybSznBLVlfcjamXb32CP2AahNbMV-05StuOb3OpX0TOZ0iL0_Oyh4=w400-h279" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Hellenistic lead weights, 8 Dracma?<o:p></o:p></p>
<p class="MsoNormal">Weight: 27,9 gr<o:p></o:p></p>
<p class="MsoNormal">Diameter: 50,6 mm<o:p></o:p></p></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiKXm1pifpOSPDUu9YGNs_I8q_2FGaRwnDktP4HBMV2JXZl1GE0olMY2CHmR6VWa2jrpF5zzh9uaBml60sO0s_l039ppEwk4hfbRQkMbTymspHQkXPe5c298EMcWVgaf2xPakrFUCHELpgF6KqTTurUkMwueZaB9p2Wpf308MpT5LUa1R0uiPvcixFm=s1624" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="892" data-original-width="1624" height="220" src="https://blogger.googleusercontent.com/img/a/AVvXsEiKXm1pifpOSPDUu9YGNs_I8q_2FGaRwnDktP4HBMV2JXZl1GE0olMY2CHmR6VWa2jrpF5zzh9uaBml60sO0s_l039ppEwk4hfbRQkMbTymspHQkXPe5c298EMcWVgaf2xPakrFUCHELpgF6KqTTurUkMwueZaB9p2Wpf308MpT5LUa1R0uiPvcixFm=w400-h220" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Hellenistic lead weights 4 Dracma?</p>
<p class="MsoNormal">Weight: 15,8 gr<o:p></o:p></p>
<p class="MsoNormal">Diameter: 34 mm<o:p></o:p></p></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEheVp2f1npNjZgXYQPd47GCMC0dCEKItiBoPUMyFRbd-_tU-n5t1Aqh_5t_xDAXSJaNMcgcl41fp9TSn5qjYl1UwVPrT5yluFHj5eezzdaF2HTePRCtRvJ4st91iKy0NNd1DFZLs96xEXVm_AbOixEsKt09n9-9zGCIcDBKDkMwrmZSouL1yvKRLq9c=s1844" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="957" data-original-width="1844" height="208" src="https://blogger.googleusercontent.com/img/a/AVvXsEheVp2f1npNjZgXYQPd47GCMC0dCEKItiBoPUMyFRbd-_tU-n5t1Aqh_5t_xDAXSJaNMcgcl41fp9TSn5qjYl1UwVPrT5yluFHj5eezzdaF2HTePRCtRvJ4st91iKy0NNd1DFZLs96xEXVm_AbOixEsKt09n9-9zGCIcDBKDkMwrmZSouL1yvKRLq9c=w400-h208" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Hellenistic lead weights <o:p></o:p>4 Dracma?</p>
<p class="MsoNormal">Weight: 12,4 gr<o:p></o:p></p>
<p class="MsoNormal">Diameter: 40,7 mm<o:p></o:p></p></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p class="MsoNormal"><br /></p></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg0oEjdHTtXnjodBlXX_zKz333BM722MsoHytTsa74Qm_CmBGR8xqGyi3TrcHRctIFGChLCdTYH1-NY3n0NgLpkN6FBx-Q4qqyO2EvpfeLLz1vBQZEmfnfI1nRp2W6jfkiMKEqg8q1FASnnAmtKRN0q_u17KAE-8bSBCOK0P1XN9fZmUbMNsVKohaGa=s2500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1159" data-original-width="2500" height="296" src="https://blogger.googleusercontent.com/img/a/AVvXsEg0oEjdHTtXnjodBlXX_zKz333BM722MsoHytTsa74Qm_CmBGR8xqGyi3TrcHRctIFGChLCdTYH1-NY3n0NgLpkN6FBx-Q4qqyO2EvpfeLLz1vBQZEmfnfI1nRp2W6jfkiMKEqg8q1FASnnAmtKRN0q_u17KAE-8bSBCOK0P1XN9fZmUbMNsVKohaGa=w640-h296" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;">Lot of 3</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi_GNg6R6w1Z0JiBC48A8N_3bQdAZ9VWNrmdg9JXvJ727SN5fkOiHpXONfUKQdKiG64aUx9tWy8v_EOfR9_-jwGJGfI_RXLzsR3Mkh35dz9wRDB5sUofxTV5Si_Eh1yQ0Mxbpn9-Gt1pklbhMajU9fNsKelYYS-omr0a72h7Arh3JPguU9lN6djmhyz=s2500" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="882" data-original-width="2500" height="226" src="https://blogger.googleusercontent.com/img/a/AVvXsEi_GNg6R6w1Z0JiBC48A8N_3bQdAZ9VWNrmdg9JXvJ727SN5fkOiHpXONfUKQdKiG64aUx9tWy8v_EOfR9_-jwGJGfI_RXLzsR3Mkh35dz9wRDB5sUofxTV5Si_Eh1yQ0Mxbpn9-Gt1pklbhMajU9fNsKelYYS-omr0a72h7Arh3JPguU9lN6djmhyz=w640-h226" width="640" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal">Four late Roman or Early Byzantine scale weights<o:p></o:p></p>
<p class="MsoNormal">ΓΓ – 3 Ounces or Uncia<o:p></o:p></p>
<p class="MsoNormal">NB – 2 (?) Nomisma or Solidi<o:p></o:p></p>
<p class="MsoNormal">N – 1 Nomisma or Solidi<o:p></o:p></p>
<p class="MsoNormal">Unknown denomination weight with mark on obverse and two
inscribed circles on reverse<o:p></o:p></p><p class="MsoNormal"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgleeuIJbKDavi3s0BD8xVLmMbKEjBJSesnhMSaonG4WjY-ufW1TwVdYfjuXGbLSVXt_4p8VXsuEy1-mbUa2Ag4XaWS10FVl-bn4y9GWU3PH-_lncvEWXWaQXakRuGeOD8rsYpUbNUkXNPFmA7a8UIjWUeNfBBa98K3OclYY4uQxHLRv0k6SIDHXDSI=s1647" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="891" data-original-width="1647" height="346" src="https://blogger.googleusercontent.com/img/a/AVvXsEgleeuIJbKDavi3s0BD8xVLmMbKEjBJSesnhMSaonG4WjY-ufW1TwVdYfjuXGbLSVXt_4p8VXsuEy1-mbUa2Ag4XaWS10FVl-bn4y9GWU3PH-_lncvEWXWaQXakRuGeOD8rsYpUbNUkXNPFmA7a8UIjWUeNfBBa98K3OclYY4uQxHLRv0k6SIDHXDSI=w640-h346" width="640" /></a></div><br /><p class="MsoNormal"><br /></p></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><p class="MsoNormal"><br /></p></div><p><br /><span style="background-color: white; color: #0f1419; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 23px; white-space: pre-wrap;"><br /></span></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-89361519849948876262022-01-03T16:19:00.002-08:002022-01-03T16:19:49.437-08:00Semuncia Crescent Thyrsus<p> I like these coins because they show the light and heavy weight series. I picked up one several years ago. I had to google Thyrse or Thyrsus or Thrysos: thyrsus: [noun] a staff surmounted by a pinecone or by a bunch of vine or ivy leaves with grapes or berries that is carried by Bacchus and by satyrs and others engaging in bacchic rites. <b>merriam-webster</b></p><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Aes Grave semuncia, </span><span style="font-family: "Times New Roman", serif; font-size: 16px;">APULIA, LUCERIA, AE</span><span style="font-family: "Times New Roman", serif; font-size: 16px;"> </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">268-250 BC; note that this series is based on 10 VNCIA per Roman As (10 ounces per pound). There are two series. The heavier series is assumed older. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Obv: Crescent; </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Rev: Thyrse adorned with a
garland.</span></p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiN04kFMbO5ME2tkH2E613P8f26sY9fNdywps9evv-hP7X_KZvVPgo34g0LDOOakKy1IYuXaj7b5NfjrQjAk6IJ0bcgiUaU3NtOO6-BK7WT4KDTGBqzmtAVriHpbCWsKLcIDLf76yFVYsi3bcMLHbWDyJabGF-s_E6Cj-2AO-wscpYUmLBzAAlag3LR=s1000" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="1000" height="160" src="https://blogger.googleusercontent.com/img/a/AVvXsEiN04kFMbO5ME2tkH2E613P8f26sY9fNdywps9evv-hP7X_KZvVPgo34g0LDOOakKy1IYuXaj7b5NfjrQjAk6IJ0bcgiUaU3NtOO6-BK7WT4KDTGBqzmtAVriHpbCWsKLcIDLf76yFVYsi3bcMLHbWDyJabGF-s_E6Cj-2AO-wscpYUmLBzAAlag3LR=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Apulia, Luceria,
AE Aes Grave Semuncia, </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">268-250 BC D/ Crescent. R/ Thyrse adorned with a garland. H.pl.
71, 7-8; Syd., Aes Grave, 143 var.; T.V. 279; Vecchi 343. 19.20 grams (384 grams equivalent Libra) Green patina.
Grading/Status: Fine - Very Fine; </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Elsen - Auction
147, Lot 270 </span></p></div><br /><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjzi-Q-rmebZ8U7HY7rvbvtzFCQV_Tkax2RVGHsstCZS9cMX5laDaJM6xLDjAOGYNSJwJ4D7SdMReVLtNvvkmr7esKxFyvhfZbSBjZrrMmuVzGxneWTOAxW0hPQaLXhKmPJBoiPmCFrfMz5Dya3d9jsFiF5L_9MOhV6sYJ0J42FJmQYGp9X8I8Sgf0N=s880" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="880" height="164" src="https://blogger.googleusercontent.com/img/a/AVvXsEjzi-Q-rmebZ8U7HY7rvbvtzFCQV_Tkax2RVGHsstCZS9cMX5laDaJM6xLDjAOGYNSJwJ4D7SdMReVLtNvvkmr7esKxFyvhfZbSBjZrrMmuVzGxneWTOAxW0hPQaLXhKmPJBoiPmCFrfMz5Dya3d9jsFiF5L_9MOhV6sYJ0J42FJmQYGp9X8I8Sgf0N=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Greek Italy.
Northern Apulia, Luceria. AE Cast Semuncia, heavy series, 225-217 BC. Obv.
Crescent. Rev. Thyrsus. HN Italy 675; Vecchi ICC 343. AE. 20.22 grams (404 grams </span><span style="font-family: "Times New Roman", serif; font-size: 16px;">equivalent Libra);</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> 24.00 mm. R.
Rare. About VF. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Artemide
Kunstauktionen e18; lot 22; 5/22/2021</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiyoNRNmXeelUwQnhEp3EuYFSdp94YLZTJCblAbmVbkze-imCyujLBDRJG6-QZf1_XV8BPQyYvSb6baUg1TFOTV8r3mfFWqIN4pX7chMuWV_RzK8G8fZ16x0GxgabroV1eItB1HdjRrP0iWzJ4mW64YBebfEoHlwqLRLpBv9663avpLGmQXbFJAgTQK=s1200" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="591" data-original-width="1200" height="158" src="https://blogger.googleusercontent.com/img/a/AVvXsEiyoNRNmXeelUwQnhEp3EuYFSdp94YLZTJCblAbmVbkze-imCyujLBDRJG6-QZf1_XV8BPQyYvSb6baUg1TFOTV8r3mfFWqIN4pX7chMuWV_RzK8G8fZ16x0GxgabroV1eItB1HdjRrP0iWzJ4mW64YBebfEoHlwqLRLpBv9663avpLGmQXbFJAgTQK=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Greek Italy.
Northern Apulia, Luceria. Light series. AE Cast Semuncia, c. 217-212 BC.
Crescent. / Thyrsus with fillets; in field, L. Vecchi ICC 350; HN Italy 677f.
AE. 6.04 g. 19.00 mm. Lovely untouched earthen green patina. Good VF. A</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">rtemide LIV; lot
38; 11/7/2020</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhiaFmljGiZDU8fRH-x7cVYfIpYekOioExhhBz-f3z9Bi19QDvJBtps09GKpPKjHH3h64AYOcYT7jqayDRg_y1txwu-iKMQUuG4L4sMUxZFNb8HMH_tu77j6K3jplrjmwfHBXSFPNtd4TOC4aeL4Bbja6KzcO_-6g1iHWxgB7uVlrPmZShY3OJLjVL5=s1211" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="632" data-original-width="1211" height="167" src="https://blogger.googleusercontent.com/img/a/AVvXsEhiaFmljGiZDU8fRH-x7cVYfIpYekOioExhhBz-f3z9Bi19QDvJBtps09GKpPKjHH3h64AYOcYT7jqayDRg_y1txwu-iKMQUuG4L4sMUxZFNb8HMH_tu77j6K3jplrjmwfHBXSFPNtd4TOC4aeL4Bbja6KzcO_-6g1iHWxgB7uVlrPmZShY3OJLjVL5=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Italy. Northern
Apulia, Luceria. AE Semuncia, 217-212 BC. Obv. Crescent. Rev. Thyrsus with
fillets; in field, L. HN Italy 677f. TV 286. ICC 350. AE. g. 6.68 mm. 20.00 VF. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Artemide 32e; lot
15; 1/23/2016</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="font-family: "Times New Roman", serif; font-size: 12pt;"><br /></span></p></div>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-42688692270106052242021-12-18T12:17:00.000-08:002021-12-18T12:17:11.189-08:00rrd's top 10 of 2021, or panic buying in a pandemic<p> </p><p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">rrd top 10 2021<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">Aes
Grave Dupondius 230-220 BC, Semi-Libral standard. Volaterrae (Etruria) mint.
Obv - Janiform head of Culsans, wearing pointed petasus; Rev - Club; I I (mark
of value) across field; around Etruscan retrograde legend - FEΛA-OΔI (velaθri);
266 grams, 73 mm</span></p><p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjXLPsVyLI1_SP-sLiCzJBdP5Vftx6hvRkRG_9WxN2fnoan38XzP-dN4sm6LsqfI1j3zjEJcGPtkwVa0KScXZGFeCD2vgvg_--GSqFo8iZ3eKNBSPOr1YwqpYr_MKZDkw2trq3ujXOYCHBoMoOJZfzs4BahKMqDSlVhCNa4akyvPWzPOUaAiDzmArjT=s488" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="236" data-original-width="488" height="155" src="https://blogger.googleusercontent.com/img/a/AVvXsEjXLPsVyLI1_SP-sLiCzJBdP5Vftx6hvRkRG_9WxN2fnoan38XzP-dN4sm6LsqfI1j3zjEJcGPtkwVa0KScXZGFeCD2vgvg_--GSqFo8iZ3eKNBSPOr1YwqpYr_MKZDkw2trq3ujXOYCHBoMoOJZfzs4BahKMqDSlVhCNa4akyvPWzPOUaAiDzmArjT=s320" width="320" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">II
VNCIA, </span><span style="font-family: "Nirmala UI", sans-serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">૪</span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;"> B bronze barrell weight
- commercial scale weight, late Roman or early Byzantine, Sextans or two VNCIA;
on the top, the value is shown in Greek script, </span><span style="font-family: "Nirmala UI", sans-serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">૪</span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;"> B. The Latin II VNCIA is extremely
unusual and shown on the side; 24.6 mm max dia X 20.5 mm min dia X 14.5 mm tall;
53.23 grams (319.4 eq As)</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p> </o:p></span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgpVM0fjEFMfz3vRRvtHaV6g7P_aq5smMrz5mxFW6McUvdfnCI-qHBuw-GiefBnx3vDT99Vfvc84YZIlTRpBs9tEsqBW_fX18Wc_gy87YQc1ut9ii4_3UJATPllOBGv8YB6JcsEJW_oWxSfpTPHLn0L89490CC6ylJ8FoosKlcUZGt_8bOmDFNFXQ8A=s929" imageanchor="1" style="font-family: "Times New Roman", serif; font-size: 12pt; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="197" data-original-width="929" height="68" src="https://blogger.googleusercontent.com/img/a/AVvXsEgpVM0fjEFMfz3vRRvtHaV6g7P_aq5smMrz5mxFW6McUvdfnCI-qHBuw-GiefBnx3vDT99Vfvc84YZIlTRpBs9tEsqBW_fX18Wc_gy87YQc1ut9ii4_3UJATPllOBGv8YB6JcsEJW_oWxSfpTPHLn0L89490CC6ylJ8FoosKlcUZGt_8bOmDFNFXQ8A=s320" width="320" /></a><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p><br /><br /></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEimHME3Ifare8oIAFbjEw41H-XrAP5Pi-3c0R9SQatON8NYlZZm6ZiDr_RWYSlbMjv95bXGMvIlAtO10qnk3xzWU4VR3XkcoImhXCMzisWHwRdDkbku6qtfa9Qzg6m6Ipx9TwTUSwA-fv6qV66UJSch8DNzkQdUtytu-QUbBy-JZh_nQeCrBkus6WjJ=s235" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="230" data-original-width="235" height="230" src="https://blogger.googleusercontent.com/img/a/AVvXsEimHME3Ifare8oIAFbjEw41H-XrAP5Pi-3c0R9SQatON8NYlZZm6ZiDr_RWYSlbMjv95bXGMvIlAtO10qnk3xzWU4VR3XkcoImhXCMzisWHwRdDkbku6qtfa9Qzg6m6Ipx9TwTUSwA-fv6qV66UJSch8DNzkQdUtytu-QUbBy-JZh_nQeCrBkus6WjJ" width="235" /></a></div><p></p><p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">Cast
AE Nummus (As), Apulia, Luceria, 225-217 BC; Obv - Head Apollo left, hair tied
with ribbon; below chin – mark of value: I; Rv. Rooster standing left. Most
books list 3 variations on this coin. Two types have letters around the
rooster: L.SEXTI.SEP.BABI or M.LAVINIO. A third type, this coin, has no
letters; 214.5 grams, 66 X 14.6 mm</span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgClmXHuqcd6z7X0Mpu04tzOQBx9OXmN_ouH2EUz7sC3NMzD1C-wXs9ujdpv_JHur-V17hrAlScgROSjfrJxACeGTTL9uTHGytnxPDL-SR7fie1sMwC8AYUtFRwGo75N6Yj51aOdcFVrV1VuLiKlnmdmSgdu-GK13GNTIZ8Tk51ehBU9Ynaat3cJPtY=s571" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="294" data-original-width="571" height="165" src="https://blogger.googleusercontent.com/img/a/AVvXsEgClmXHuqcd6z7X0Mpu04tzOQBx9OXmN_ouH2EUz7sC3NMzD1C-wXs9ujdpv_JHur-V17hrAlScgROSjfrJxACeGTTL9uTHGytnxPDL-SR7fie1sMwC8AYUtFRwGo75N6Yj51aOdcFVrV1VuLiKlnmdmSgdu-GK13GNTIZ8Tk51ehBU9Ynaat3cJPtY=s320" width="320" /></a></div><p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">27
Nomismata (4.5 uncia) Byzantine bronze coin weight, octagonal, disc-shaped; Obv:
N° KZ, decorated with two double circular lines, above the N is a small zero. Nomistmata
weights place the zero above or to the right of N. 116.9 grams, 49.3 X 7.3 mm.
The denomination is rare. There are no examples in Pondera. The weight is
similar to a 17 N weight purchased in the same lot. The weight is shown with a denarius of Geta for comparison.</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 0.25in; text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p> </o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg9K84v-NZh7bGnv5shPQsoGqeeuLFAfgoOGoW2by7t4Jyt5GDMEhBOC06hiN7ngFJuTx8D07enpNtPPwep0g6WN6rw2UsrKtSQ_hA-lDprPhyGnfzOyIzckmkBYUUEN48WnMKoglxDT4JlkIxz7XJF1IzZ1jPgrql4NctqNwXSPImF_H-dnVdDav1l=s2296" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2256" data-original-width="2296" height="314" src="https://blogger.googleusercontent.com/img/a/AVvXsEg9K84v-NZh7bGnv5shPQsoGqeeuLFAfgoOGoW2by7t4Jyt5GDMEhBOC06hiN7ngFJuTx8D07enpNtPPwep0g6WN6rw2UsrKtSQ_hA-lDprPhyGnfzOyIzckmkBYUUEN48WnMKoglxDT4JlkIxz7XJF1IzZ1jPgrql4NctqNwXSPImF_H-dnVdDav1l=s320" width="320" /></a></div><p></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhlbFmlNjxEm-nci9Q6PWZ554Pu7SiqkWVKr4419_VBlLlzca3uqxjk16lN_cDTFLxwHG_zRdBtf4oKtNRxTObGbprfH9ApJIDyl-Nkw0ceBYgCqlF9USXeLl0fovvsEdFmIJ5mT862L80tpD2bBlvsdUQ2SizO-gsiTvsVsctQA8AQe5K5LIirnRB3=s3936" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2154" data-original-width="3936" height="175" src="https://blogger.googleusercontent.com/img/a/AVvXsEhlbFmlNjxEm-nci9Q6PWZ554Pu7SiqkWVKr4419_VBlLlzca3uqxjk16lN_cDTFLxwHG_zRdBtf4oKtNRxTObGbprfH9ApJIDyl-Nkw0ceBYgCqlF9USXeLl0fovvsEdFmIJ5mT862L80tpD2bBlvsdUQ2SizO-gsiTvsVsctQA8AQe5K5LIirnRB3=s320" width="320" /></a></div><p align="center" class="MsoNormal" style="text-align: center;">27 N (<span style="font-family: "Times New Roman", serif; font-size: 16px; text-align: left; text-indent: -24px;">N° KZ)</span> and 17 N (<span style="font-family: "Times New Roman", serif; font-size: 16px; text-align: left; text-indent: -24px;">N° IZ)</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-no-proof: yes;"><o:p> </o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-no-proof: yes;">Roman
Republic, Aes Grave, Apollo/Apollo Series, Cast Triens, Rome, 270 BC; Obverse -
Head of horse r.; below, °°°°; Reverse - Same type l. 114 grams, 50 mm, 12 H,
Crawford 18/3. I wish the 4 dots were more prominent. Otherwise the coin is
excellent.<o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjyDWzrEZL4xpwo8kDS_7HIdjy--APB5L4Zf_xm4cFLVzL54EChLEnq-L7lWz04sIZjb8IPVntMpZxLfVaqHZvxe0gXl56Ho61C6eZ7pMHDyq1tGlycLbroP8hwChk2RbgoThiUVyfjBLhZH-LUgS7Y_y17aSuSqvFJeQPxzLndAUTpR_gS-AE5gjC9=s571" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="294" data-original-width="571" height="165" src="https://blogger.googleusercontent.com/img/a/AVvXsEjyDWzrEZL4xpwo8kDS_7HIdjy--APB5L4Zf_xm4cFLVzL54EChLEnq-L7lWz04sIZjb8IPVntMpZxLfVaqHZvxe0gXl56Ho61C6eZ7pMHDyq1tGlycLbroP8hwChk2RbgoThiUVyfjBLhZH-LUgS7Y_y17aSuSqvFJeQPxzLndAUTpR_gS-AE5gjC9=s320" width="320" /></a></div><p align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman", serif; font-size: 12pt; text-align: left; text-indent: -0.25in;">Olbia
AE 68 Gorgoneion Eagle - The coin below covers 3 and a half of the fingers on
my hand. It is big. CNG notes the patina was removed. That is not obvious at
first glance, but is glaring when I take pics. I think Medusa sticking out her
tongue is neat. The coin was sold twice by CNG.</span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiq6PwEpQWpoOALGvk__ZVyuSYQS7gMAmHpSR2yjVVlS0_04zFFHRCZWe-lZh_PNPKuL6MBrLUTl0AeLBuRzhpzaMHUXKmQWxzadNbUA_bI7xCyKzIt99zoelM75Muj2Q_I26thGMLG-2pJy2-PUUMz4okekyUvyNTuCtg_EWa2ZbPVntxWqqTY-soL=s757" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="374" data-original-width="757" height="158" src="https://blogger.googleusercontent.com/img/a/AVvXsEiq6PwEpQWpoOALGvk__ZVyuSYQS7gMAmHpSR2yjVVlS0_04zFFHRCZWe-lZh_PNPKuL6MBrLUTl0AeLBuRzhpzaMHUXKmQWxzadNbUA_bI7xCyKzIt99zoelM75Muj2Q_I26thGMLG-2pJy2-PUUMz4okekyUvyNTuCtg_EWa2ZbPVntxWqqTY-soL=s320" width="320" /></a></div>
<p class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Roman
/ Byzantine Four Ounce Commercial Scale Weight; 100 - 500 AD<span style="mso-spacerun: yes;"> </span>Obverse – 4 dots; the rest of the surface is
hard to see. If the scale weight is 4 uncia it would have Г<sup>o</sup> Δ. Reverse
– Cross? <b>+</b>? The mark on the weight,<b> +</b>,<span style="mso-spacerun: yes;"> </span>is similar to the mark on a Semis of C.
Curiatius f. Trigeminus, see below. Dating depends on how you read the reverse.
105.7 grams.<o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgyBSm9e0IJZ2lnP0eaI3agBdrvicYmzJmwsKc3pMDLBYU7yDa1dONRZ6KErpYfrwi2IKQNkhtnQeaaS-PY7xLcPlENMtqWrXMT6-o_Y39Cdm1W1nr2JRV9lzLo8ERXNnfyH4QxsTwv5boGmH2Szb1iaGuLkQ4dGL8Q6iL_oLe97-wmKwecfudeJBKd=s600" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="479" data-original-width="600" height="255" src="https://blogger.googleusercontent.com/img/a/AVvXsEgyBSm9e0IJZ2lnP0eaI3agBdrvicYmzJmwsKc3pMDLBYU7yDa1dONRZ6KErpYfrwi2IKQNkhtnQeaaS-PY7xLcPlENMtqWrXMT6-o_Y39Cdm1W1nr2JRV9lzLo8ERXNnfyH4QxsTwv5boGmH2Szb1iaGuLkQ4dGL8Q6iL_oLe97-wmKwecfudeJBKd=s320" width="320" /></a></div>
<p class="MsoListParagraphCxSpLast" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">I
found this weight at H Berk online while searching for other 4 ounce scale
weights. I had to have it.... so it is #7.a. Byzantine Round Commercial Bronze
Weight; 4-Ounces (Triens) or 24-Nomismata / Solidii; 6th-7th cent. AD. I wish
there was a way to convert B</span><span style="font-family: "Grandview",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">ф</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"> into 4 or 24. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjB5wh30G4MtyXDoXgX6tqKDgr4LeYSH7B7ciJP8rbV74N6oriYbVg0K75nQCpCf98w6794iirOmGvDhY5-_6z-qvjd7mARSwY74aBd4PbvMUHVLb4mgD3nsfA5F3S63XSgBe-n5BCRFqwWK2_5Ughw_Bn5hENvDt9qevhzYWv4rkGh_3CRocT7EBB7=s451" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="451" height="160" src="https://blogger.googleusercontent.com/img/a/AVvXsEjB5wh30G4MtyXDoXgX6tqKDgr4LeYSH7B7ciJP8rbV74N6oriYbVg0K75nQCpCf98w6794iirOmGvDhY5-_6z-qvjd7mARSwY74aBd4PbvMUHVLb4mgD3nsfA5F3S63XSgBe-n5BCRFqwWK2_5Ughw_Bn5hENvDt9qevhzYWv4rkGh_3CRocT7EBB7=s320" width="320" /></a></div>
<p class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-no-proof: yes;">Double
Struck Ptolemaic Kings of Egypt, AE Oktobol, Hockey Puck; Ptolemy III
Euergetes; Obv: Laureate head of Zeus Ammon right, border dots. Rev: Eagle with
open wings standing left on thunderbolt, looking right; E between legs.
ΠTOΛEMAI[OY] BAΣIΛ[EΩΣ]; 80.8 grams; 46 mm dia X 7.5 mm thick<o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjQO46Wmi0956n-SCkE4IiB-95BGmpaKTB62cQCfSYGh3B9XmJ_t-GiFWJRLlu5yiuR1isbLB-575AmOBOR1XnjtZvkFm_9IWAoJ6OxEzgQTUT_341nBWjfngszIOGlJ5JTMsyogGxPjevap0WIfyTF5QtY77Vb8lqgKlyzmnfV1RUfE3W8P1Z_OeNR=s854" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="415" data-original-width="854" height="156" src="https://blogger.googleusercontent.com/img/a/AVvXsEjQO46Wmi0956n-SCkE4IiB-95BGmpaKTB62cQCfSYGh3B9XmJ_t-GiFWJRLlu5yiuR1isbLB-575AmOBOR1XnjtZvkFm_9IWAoJ6OxEzgQTUT_341nBWjfngszIOGlJ5JTMsyogGxPjevap0WIfyTF5QtY77Vb8lqgKlyzmnfV1RUfE3W8P1Z_OeNR=s320" width="320" /></a></div>
<p class="MsoListParagraph" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span class="sovrano"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><!--[endif]--><span class="sovrano"><span style="background: white; color: #404040; font-family: "Times New Roman",serif; font-size: 12.0pt;">Roman Republican struck Uncia, Obv: Radiate and draped bust
of Sol facing slightly right; pellet (mark of value) to left. Rev: Pellet (mark
of value) and two stars within crescent, in ex ROMA; Crawford 39/4; 12.75
grams, 23 mm</span></span></p><p align="center" class="MsoNormal" style="text-align: center;"><span class="tipomoneta"><span style="background: white; color: #404040; font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p></o:p></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiEDePE6Lfmmq4pfmNUNY4Y6gpROYrHt1Pc2UveGKFgxaZmpjxrSyVltOPQWZjU6E9mXri--nEG3v75iLTLEO640KtIyFO37HipaMH7CqACC3WrRAQ00qAtijK9qLvUwGgISqmY1b449B0JZtQtx-_q8BlddiQ4d7BKE94OAcWT2sJT6M2HUTjGT74P=s314" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="155" data-original-width="314" height="155" src="https://blogger.googleusercontent.com/img/a/AVvXsEiEDePE6Lfmmq4pfmNUNY4Y6gpROYrHt1Pc2UveGKFgxaZmpjxrSyVltOPQWZjU6E9mXri--nEG3v75iLTLEO640KtIyFO37HipaMH7CqACC3WrRAQ00qAtijK9qLvUwGgISqmY1b449B0JZtQtx-_q8BlddiQ4d7BKE94OAcWT2sJT6M2HUTjGT74P" width="314" /></a></div><br /><p></p>
<p class="MsoListParagraph" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">APULIA,
LUCERIA, AE Aes Grave semuncia, 268-250 BC; Obv: Crescent, Rev: Thyrse adorned
with a garland.19.20 grams. I like this coin because it has an equivalent
Nummis (or As in 10 ounce system of Luceria) of 384 grams which is well above one
Roman pound. Heavy indicates an early series.<o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjrFsR9kBuG9RPPnxGTBJg92sp_f2eR7ZUNBns8jmAnKORbXad_mD8YGLtKwyIXQavMKLsf-yjNYXx8j7MxOWIqtSwfcqdzWyZUNeDhKzKi-bX9dLiJD7D8CvU9MI6MEnkM1tWrXQIIUjOhi5uc72q_h7it38sZL1b-48F0-oENMqr3MLAiol3lr9C2=s364" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="182" data-original-width="364" height="160" src="https://blogger.googleusercontent.com/img/a/AVvXsEjrFsR9kBuG9RPPnxGTBJg92sp_f2eR7ZUNBns8jmAnKORbXad_mD8YGLtKwyIXQavMKLsf-yjNYXx8j7MxOWIqtSwfcqdzWyZUNeDhKzKi-bX9dLiJD7D8CvU9MI6MEnkM1tWrXQIIUjOhi5uc72q_h7it38sZL1b-48F0-oENMqr3MLAiol3lr9C2=s320" width="320" /></a></div><br /><p class="MsoNormal">1.<span style="white-space: pre;"> </span>Dupondius Etruria Volterrae</p><p class="MsoNormal">2.<span style="white-space: pre;"> </span>Two VNCIA barrel weight</p><p class="MsoNormal">3.<span style="white-space: pre;"> </span>Nummus Apollo Rooster</p><p class="MsoNormal">4.<span style="white-space: pre;"> </span>27 Num/Sol coin wt, 17, 12, 10</p><p class="MsoNormal">5.<span style="white-space: pre;"> </span>Triens Horse Head / horse head</p><p class="MsoNormal">6.<span style="white-space: pre;"> </span>Olbia AE 68 Gorgoneion Eagle</p><p class="MsoNormal">7.<span style="white-space: pre;"> </span>Four Uncia commercial weights (two pieces)</p><p class="MsoNormal">8.<span style="white-space: pre;"> </span>PTOLEMAIC KINGS OF EGYPT. Octobol</p><p class="MsoNormal">9.<span style="white-space: pre;"> </span>Uncia Sol / moon and stars</p><p class="MsoNormal">10.<span style="white-space: pre;"> </span>Luceria Cast Semuncia heavy series Crescent Thyrsus 400g equiv As</p><p class="MsoNormal">Next few:</p><p class="MsoNormal">11.<span style="white-space: pre;"> </span>Teruncius Stingray Dolphin</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhHSTfLPb2KUv5GnVu3bAyeX4kHrTEFs5-YqFLh2h4KmrMLojIfiNkXSvf6t3L0YahygfiB0aiJOUxk6Oi8YWT1-yuzjpbXTowyP-kIlU9OyNTJdFAYtlbFZ_pOcb2GFyLwhtZwMP5EsMbeFOykk2lrKwe3wGktuSIgmOsBf49NYuh3b5Udvh-EDXj2=s616" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="286" data-original-width="616" height="149" src="https://blogger.googleusercontent.com/img/a/AVvXsEhHSTfLPb2KUv5GnVu3bAyeX4kHrTEFs5-YqFLh2h4KmrMLojIfiNkXSvf6t3L0YahygfiB0aiJOUxk6Oi8YWT1-yuzjpbXTowyP-kIlU9OyNTJdFAYtlbFZ_pOcb2GFyLwhtZwMP5EsMbeFOykk2lrKwe3wGktuSIgmOsBf49NYuh3b5Udvh-EDXj2=s320" width="320" /></a></div><p class="MsoNormal">12.<span style="white-space: pre;"> </span>Sextans wolf & twins</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhjUSjDe6D6UmeaJBHjb_C6KFLQNkrsW6n71w8UOnfMb7P34OCO4nGlIhAx66T6dBBYPUwyRP2-CeFBnvsib-klZ7gBeA8GABiPxvxPuUYhb2POk1drfsDh8tG_RLCRCOH5PgiKvNK5-I4fBQqtPODV2UCW4K2zmGJCJl_NUaYke0CVR7Zj243itZCx=s834" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="411" data-original-width="834" height="158" src="https://blogger.googleusercontent.com/img/a/AVvXsEhjUSjDe6D6UmeaJBHjb_C6KFLQNkrsW6n71w8UOnfMb7P34OCO4nGlIhAx66T6dBBYPUwyRP2-CeFBnvsib-klZ7gBeA8GABiPxvxPuUYhb2POk1drfsDh8tG_RLCRCOH5PgiKvNK5-I4fBQqtPODV2UCW4K2zmGJCJl_NUaYke0CVR7Zj243itZCx=s320" width="320" /></a></div><p class="MsoNormal">13.<span style="white-space: pre;"> </span>one As commercial weight & half As commercial weight - the top two were bought as a lot from Gorny & Mosch. Shown below are weights from previous years. </p><p class="MsoNormal" style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiWIihRYpi9tlsYyh-AfMUutaxyGnA1TipGvYFmn4goi0RKmEa8zPp3hBGdKtLuh4SeiPMDp0AYN6Alo3b83YHMROXwO4ZK6p6kWOizCsFyo9_D3fhyHQ6oJs3Tcysz-X-h-ElJoSgzLzZ8o3htbLkkvPH5gRWu5X3yfhGVFxUUME-SVhKEt86z9UQT=s1200" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="328" data-original-width="1200" height="87" src="https://blogger.googleusercontent.com/img/a/AVvXsEiWIihRYpi9tlsYyh-AfMUutaxyGnA1TipGvYFmn4goi0RKmEa8zPp3hBGdKtLuh4SeiPMDp0AYN6Alo3b83YHMROXwO4ZK6p6kWOizCsFyo9_D3fhyHQ6oJs3Tcysz-X-h-ElJoSgzLzZ8o3htbLkkvPH5gRWu5X3yfhGVFxUUME-SVhKEt86z9UQT=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhmYjfZ78kc4AVOhEo-mIVVgCnN6dwTw76qqsghjdmqCZtfwNe3bPAKU4t0fjLl2kgu_4Og9HSJ90BHz_pxF0NUMwHGybh8v1lSZ940ug-9ds9jz3EgEP1DPcUmnEdQdLRUBcqN4QKKlFJw3i4zlNPeqGHRsFOKlLqCkofpPM6QETSB0GYqwz1wfiNF=s3498" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2718" data-original-width="3498" height="249" src="https://blogger.googleusercontent.com/img/a/AVvXsEhmYjfZ78kc4AVOhEo-mIVVgCnN6dwTw76qqsghjdmqCZtfwNe3bPAKU4t0fjLl2kgu_4Og9HSJ90BHz_pxF0NUMwHGybh8v1lSZ940ug-9ds9jz3EgEP1DPcUmnEdQdLRUBcqN4QKKlFJw3i4zlNPeqGHRsFOKlLqCkofpPM6QETSB0GYqwz1wfiNF=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg_ExxHBOgLCBAIxDg2ignOm7pLEX8IcWO7eVc93nlhtJ_DBEsbIQIxCRpD1eq96xndPLsE94bJVqrwtu8b3U0aiSw2vvQlciqoOnst0_wB8aj0wfgw_RpxaS5scorwJFra5TxStwjNVy3RcH-04QNbNHQS_MWINVwmA1-9FSdz8fIinYbpfjGR7hLA=s2297" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1814" data-original-width="2297" height="253" src="https://blogger.googleusercontent.com/img/a/AVvXsEg_ExxHBOgLCBAIxDg2ignOm7pLEX8IcWO7eVc93nlhtJ_DBEsbIQIxCRpD1eq96xndPLsE94bJVqrwtu8b3U0aiSw2vvQlciqoOnst0_wB8aj0wfgw_RpxaS5scorwJFra5TxStwjNVy3RcH-04QNbNHQS_MWINVwmA1-9FSdz8fIinYbpfjGR7hLA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com1tag:blogger.com,1999:blog-7229033782303404425.post-72145146670378561232021-09-29T12:19:00.000-07:002021-09-29T12:19:16.635-07:00Byzantine Coin Weights<p> Roman and Byzantine scale weights are broken into two groups
by denomination marks, or the weight of the piece when no marks are visible. Coin
weight denominations are in solidus (the standard gold coin from late Roman
times) & Nomisma. The table below gives coin weights and their symbols. Most of the weights abbreviate Nomisma with a large N and a small o and follow with a number symbolized by Greek letters. Commercial
weight denominatios are in units of Roman pounds (Libra or Ass) and ounces
(VNCIA or Uncia). One pounds equals 12 ounces or 72 solidi.</p><p class="MsoNormal"><b><o:p></o:p></b></p><p>The top pic shows recent acquisitions. From top left: 27 Nomisma, N<span style="font-size: xx-small;">o</span> KZ; 17 Nomisma, N<span style="font-size: xx-small;">o</span> IZ; 12 Nomisma, N<span style="font-size: xx-small;">o</span> IB; 10 Nomisma, N<span style="font-size: xx-small;">o</span> I; 6 Nomisma, N<span style="font-size: xx-small;">o</span> S; 5 Nomisma, Δ; 3 Nomisma, N<span style="font-size: xx-small;">o</span> Γ; 2 Nomisma, N<span style="font-size: xx-small;">o</span> B; 1 Nomisma, N<span style="font-size: xx-small;">o</span> (sometimes shown as N<span style="font-size: xx-small;">o </span>A. </p><p>I am not sure of the denomination of the weight marked T. I thought it might be for a light weight solidus, but the weight is heavier than the other N weights. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbxWWhcdwabKLZALR1iiJ1Nqeu5dzi7kJngsvVaf-1GwNcTJO0-D12Sx9-2hyRC2P7Fx6MyxHQ_df-bTIb5XwXos2Lze94Fl9GZov6GxfxWb_l0bQx3bpYKRjQosOfIA5ui49tDOkLY-g/s2570/DSCN5790.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1223" data-original-width="2570" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbxWWhcdwabKLZALR1iiJ1Nqeu5dzi7kJngsvVaf-1GwNcTJO0-D12Sx9-2hyRC2P7Fx6MyxHQ_df-bTIb5XwXos2Lze94Fl9GZov6GxfxWb_l0bQx3bpYKRjQosOfIA5ui49tDOkLY-g/w602-h286/DSCN5790.JPG" width="602" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">The pic below adds a few duplicates to the pic above. The only new denomination is the half Nomisma, IB; in the lower left corner. </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ExvaAY6zSMRQgWxL3ImzGuyZog4LXdjnwzVLdejfqBcO_gIa7eZ9cDwaVsODxUD_Flg_JqcEglFZmWgHCqfLId7vsBm-qsyb63rRG5xJsP7faLwrBTu76TF6gn8NA7GeZXiZY_Ysobw/s2048/DSCN5797.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1047" data-original-width="2048" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ExvaAY6zSMRQgWxL3ImzGuyZog4LXdjnwzVLdejfqBcO_gIa7eZ9cDwaVsODxUD_Flg_JqcEglFZmWgHCqfLId7vsBm-qsyb63rRG5xJsP7faLwrBTu76TF6gn8NA7GeZXiZY_Ysobw/w608-h310/DSCN5797.JPG" width="608" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184; width: 734px;">
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<p align="center" class="MsoNormal" style="text-align: center;">Sol<o:p></o:p></p>
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<p class="MsoNormal">Letters<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;"> 23/24<o:p></o:p></p>
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<p class="MsoNormal">XXIII<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">1<o:p></o:p></p>
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<p class="MsoNormal">N, NA, T; S, SOL-I<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">2<o:p></o:p></p>
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<p class="MsoNormal">NB<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">3<o:p></o:p></p>
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<p class="MsoNormal">NΓ; SOL-III<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">4<o:p></o:p></p>
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<p class="MsoNormal">NΔ; <o:p></o:p>Δ</p>
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<p align="center" class="MsoNormal" style="text-align: center;">5<o:p></o:p></p>
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<p class="MsoNormal">NE; <o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">6<o:p></o:p></p>
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<p class="MsoNormal">NS; S, SOL-VI; SOL- ζ; -I / SOL- ζ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">7<o:p></o:p></p>
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<p class="MsoNormal">NZ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">8<o:p></o:p></p>
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<p class="MsoNormal">NH<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">9<o:p></o:p></p>
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<p class="MsoNormal">Nθ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">10<o:p></o:p></p>
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<p class="MsoNormal">NI<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">12<o:p></o:p></p>
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<p class="MsoNormal">NIB<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">15<o:p></o:p></p>
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<p class="MsoNormal">NIE<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">17<o:p></o:p></p>
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<p class="MsoNormal">NIZ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">18<o:p></o:p></p>
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<p class="MsoNormal">NIH, SOL XςII<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">20<o:p></o:p></p>
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<p class="MsoNormal">NK<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">24<o:p></o:p></p>
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<p class="MsoNormal">NKΔ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">26<o:p></o:p></p>
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<p class="MsoNormal">NKS<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">27<o:p></o:p></p>
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<p class="MsoNormal">NKZ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">30<o:p></o:p></p>
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<p class="MsoNormal"><o:p> </o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">36<o:p></o:p></p>
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<p class="MsoNormal">NAS; S-XXXζ<o:p></o:p></p>
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<p align="center" class="MsoNormal" style="text-align: center;">72<o:p></o:p></p>
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<p class="MsoNormal">NOB; <span style="background: white; color: #222222; font-family: "Noto Sans",sans-serif; font-size: 11.5pt;">SOL LXXII</span><o:p></o:p></p>
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</tbody></table><p><br /></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-818276935571411352021-07-24T21:40:00.001-07:002021-07-24T21:40:22.089-07:00Roman Scale Weight and Aes Grave collections<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgljhQOUSrFoWdRIsNo7J5srUGCYHPQDTIhkKFu7-RCp4gL6FtJfxGM_ZEYuBu08SuQHmDOJFz9c1dYz3ea-fppCnXP8m2DnT9Ar356VADwjqc0YIdVRExzs2_158nsyBKjLcHAf1JZijk/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="407" data-original-width="720" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgljhQOUSrFoWdRIsNo7J5srUGCYHPQDTIhkKFu7-RCp4gL6FtJfxGM_ZEYuBu08SuQHmDOJFz9c1dYz3ea-fppCnXP8m2DnT9Ar356VADwjqc0YIdVRExzs2_158nsyBKjLcHAf1JZijk/w584-h331/image.png" width="584" /></a></div><div class="separator" style="clear: both; text-align: center;">Largest to left (one As) and oldest to top (VNCIA series)</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7mU6VlJhQtpmTJXohKkGnh2UObUXjiEWQnotz5mSPfLyO0IPnnPbgavC-SBW_uXSefHqQ76SsKhWH25hImcmPM5wPdAiYE8-Vc7RfWOZlMj3pxx0KBV4Pk_sUJD5f3Vfb-RQYFEYGeRo/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="193" data-original-width="720" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7mU6VlJhQtpmTJXohKkGnh2UObUXjiEWQnotz5mSPfLyO0IPnnPbgavC-SBW_uXSefHqQ76SsKhWH25hImcmPM5wPdAiYE8-Vc7RfWOZlMj3pxx0KBV4Pk_sUJD5f3Vfb-RQYFEYGeRo/w577-h155/image.png" width="577" /></a></div>Obverse<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNL_G9o5khmuW8X6_FetRZGSsgkOMr-itLvFG98TI3ZSmze3w-X5ENOWhwQv4r6FakrHXyOua0xTqGdzQ60q9WfREWSfLjnsDe40LJTPNK5r9o5BsSHg5IzVL2jqoIuSZiT_TjJ-89Ioc/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="211" data-original-width="720" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNL_G9o5khmuW8X6_FetRZGSsgkOMr-itLvFG98TI3ZSmze3w-X5ENOWhwQv4r6FakrHXyOua0xTqGdzQ60q9WfREWSfLjnsDe40LJTPNK5r9o5BsSHg5IzVL2jqoIuSZiT_TjJ-89Ioc/w572-h168/image.png" width="572" /></a></div><div class="separator" style="clear: both; text-align: center;">Reverse</div><div class="separator" style="clear: both; text-align: center;">Aes Grave on 3 pages. On each page the oldest is to the top and largest denomination is to the left. Some pieces and extras are shown on the bottom of the 3rd page.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: left;">At the start of cast bronze coinage, the weights of coins and scale weights were probably the same. Scale weights stayed about the same for a millennium. Coin weights dropped quickly due to inflation and bronze use in the Carthaginian war. </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div></div><p></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-87420035233482691382021-03-29T21:51:00.003-07:002021-03-29T21:51:35.268-07:00An early and heavy semuncia of Hatria<p style="text-align: center;"> H AΣ Hatria Semuncia</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_sUHooJxSVunZrr3dD6KyquvSPetyB6V_Cmde2EHqakSHEasmICx5wGX2GxEb-FbRKLnMWAKaIESAbn99PNVorCzZAjDpT2ePAF6p7HXBQOx2D3UAwTf4NpwL1_G_JCERv5lL7o3OmT8/s1150/DSCN4615.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1025" data-original-width="1150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_sUHooJxSVunZrr3dD6KyquvSPetyB6V_Cmde2EHqakSHEasmICx5wGX2GxEb-FbRKLnMWAKaIESAbn99PNVorCzZAjDpT2ePAF6p7HXBQOx2D3UAwTf4NpwL1_G_JCERv5lL7o3OmT8/s320/DSCN4615.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYKYumcFvMJ6p1rmABX2qz47RG6n1YlSmLUjCelxCNljTxBCQLME12Spr-ArsjCyai7g3nFAo9KV_uToTuB_K8l695_06kL-ZrLRfId7jzk8uvKIQTh6VPvtLQ80s78WUFEnC1bj4_Kv8/s1123/DSCN4614.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1055" data-original-width="1123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYKYumcFvMJ6p1rmABX2qz47RG6n1YlSmLUjCelxCNljTxBCQLME12Spr-ArsjCyai7g3nFAo9KV_uToTuB_K8l695_06kL-ZrLRfId7jzk8uvKIQTh6VPvtLQ80s78WUFEnC1bj4_Kv8/s320/DSCN4614.JPG" width="320" /></a></div><br /><p class="MsoNormal">ROMAN REPUBLIC<o:p></o:p></p><p class="MsoNormal">PICENUM, HATRIA, AE semuncia, vers 280 av. J.-C. <o:p></o:p></p><p class="MsoNormal">Obverse - H <o:p></o:p></p><p class="MsoNormal">Reverse - AΣ<o:p></o:p></p><p class="MsoNormal">H. pl. 76, 17-19; <o:p></o:p></p><p class="MsoNormal">Sydenham, Aes Grave, 193;</p><p class="MsoNormal"><o:p></o:p></p><p class="MsoNormal">T.V. 187. <o:p></o:p></p><p class="MsoNormal">CGC Huntarian, Picenium, Hartia #3<o:p></o:p></p><p class="MsoNormal">18.03 grams; equivalent As = 20 X 18 = 360 grams, see note below<o:p></o:p></p><p class="MsoNormal">28.7 X 27.3 mm<o:p></o:p></p><p class="MsoNormal">3 H, see note below<o:p></o:p></p><p class="MsoNormal">Patine verte.<o:p></o:p></p><p class="MsoNormal">Beau à Très Beau<o:p></o:p></p><p class="MsoNormal">Fine - Very Fine<o:p></o:p></p><p class="MsoNormal"><o:p> Notes</o:p></p><p class="MsoNormal"><o:p>1. Roman Republican bronze coins were based on an As of 327 grams that was divided into 12 ounces, VNCIA. Hatria based their bronze coins on 10 units to the As. A semuncia is half an ounce. </o:p></p><p class="MsoNormal"><o:p>2. Most of my Aes Grave, cast bronze coins, have a die rotation of 12 o'clock. This is the only coin I have that has a rotation of 3 o'clock.</o:p></p><p class="MsoNormal">Purchased from Jean Elsen & ses Fils S.A.<o:p></o:p></p><p>
</p><p class="MsoNormal">http://www.elsen.eu/<o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmMtJ1-IuAcrZ2vhyphenhyphenG-fPhkpRZeUWn9moO7FH4s_-lkZUc_42BXih5lpfElOToK2Mu_B31xCSlze2-GW7FcNBiuOkHQGuHkFaB94akNoqilySY3PuxdCxM4sZCPv9OiRboO0ZphObWonM/s1798/DSCN4612.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1735" data-original-width="1798" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmMtJ1-IuAcrZ2vhyphenhyphenG-fPhkpRZeUWn9moO7FH4s_-lkZUc_42BXih5lpfElOToK2Mu_B31xCSlze2-GW7FcNBiuOkHQGuHkFaB94akNoqilySY3PuxdCxM4sZCPv9OiRboO0ZphObWonM/s320/DSCN4612.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuwzCoC-2CByEZ26PeJU884WeTkjXokIRVR0J9euG9fePnYCRA07uNESeD3nr3stu6PFrx3UH-XdPNpfs1GFoeO4I9J8I6oEOeXYm4BIVOZuxnytjaoYI4BRGANBZuk_hosJWmPlrhI04/s1835/DSCN4613.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1760" data-original-width="1835" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuwzCoC-2CByEZ26PeJU884WeTkjXokIRVR0J9euG9fePnYCRA07uNESeD3nr3stu6PFrx3UH-XdPNpfs1GFoeO4I9J8I6oEOeXYm4BIVOZuxnytjaoYI4BRGANBZuk_hosJWmPlrhI04/s320/DSCN4613.JPG" width="320" /></a></div><br /><p class="MsoNormal" style="text-align: center;"><br /></p><p align="center" class="MsoNormal" style="text-align: center;"><o:p></o:p></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-1371664852397033932021-03-11T16:41:00.001-08:002021-03-11T16:41:13.621-08:00Cast Bronze Money from the Roman Republic and Central Italy <p> The attached talk is one I gave to the ANA </p><p>Cast Bronze Money from the Roman Republic and Central Italy</p><p>Rome was founded in 753 BC and started producing coins in about 300 BC. Cast bronze in several forms was used for money in Republican Rome and Central Italy before coins were struck from gold, silver, or bronze. This talk will cover some reasons for the use of money. Cast bronze in several forms will be shown - irregularly formed as rude, cast bars and other shapes, and finally cast bronze coins. Some of the important books on the subject will be discussed and shown.</p><p><a href="https://www.youtube.com/watch?v=RSep4CpWDRs&t=1s">ANA eLearning Academy - Cast Bronze Money from the Roman Republic and Central Italy - YouTube</a> </p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-36102588692855735702021-02-25T19:47:00.000-08:002021-02-25T19:47:14.441-08:00Shells and Knucklebones in Cast Bronze<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"><span style="background: white; color: #591010; font-family: "Bookman Old Style",serif;">Apulia, Luceria Biunx<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;"><span style="background: white; color: #591010; font-family: "Bookman Old Style",serif;">TV284, 220 BC<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD5cKuvyOkgzuSoHwt9CJaflI0R-zmX_ZIeylqGR9v5JZUnlJMbsu-5EGNiBXv1h7W2R5hUfh6B2oz8e7-Dr2h6CkbSHv46gSTLkBuoovDuEnhPVcPi78B0na1HonM6YBR9wtUkqDdjag/s944/DSCN5005.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="892" data-original-width="944" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD5cKuvyOkgzuSoHwt9CJaflI0R-zmX_ZIeylqGR9v5JZUnlJMbsu-5EGNiBXv1h7W2R5hUfh6B2oz8e7-Dr2h6CkbSHv46gSTLkBuoovDuEnhPVcPi78B0na1HonM6YBR9wtUkqDdjag/s320/DSCN5005.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLGZAXhxtiuYEsUXYX0YNrsgSuSGEEI6NA92TYRVbuY6tot7OFIGRMTt2gWrENQ33gY3Bx4K1B-aRqMruQFq5vNXr4YVQEbQMOq1jNqc2CioVErse9oo446iy9JFPGk3cfbbP_-o8hrXo/s1253/DSCN5025.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1253" data-original-width="1231" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLGZAXhxtiuYEsUXYX0YNrsgSuSGEEI6NA92TYRVbuY6tot7OFIGRMTt2gWrENQ33gY3Bx4K1B-aRqMruQFq5vNXr4YVQEbQMOq1jNqc2CioVErse9oo446iy9JFPGk3cfbbP_-o8hrXo/s320/DSCN5025.JPG" /></a></div><br /><span style="background: white; color: #591010; font-family: "Bookman Old Style",serif;"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Apulia, Luceria
Biunx circa 217-212, Æ Aes Grave<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Obv - Scallop-shell<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Rev - Knucklebone;
above, two pellets and below, L<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Very Fine, Nice
green patina, both obverse and reverse have excellent details, I have not seen
a shell this well formed. The two dots are weak. The L is often missing, but is
well formed on this coin. With grade inflation, I do not see why this coin
isn’t at least gVF.<o:p></o:p></span></p><p class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->According to M Crawford and I Vecchi, cast coins
were produced from 280 to 210 BC. The Shell / Knucklebone coins are
from two date ranges. The older series is dated 269 – 225 BC and weighs 47 – 80
grams. The newer series is dated 220 BC and weighs 15 – 24 grams. This coin is on the smaller side on the second series.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">15.52 grams<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">25.6 mm<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Haeberlin pl. 71. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Sydenham AG 141. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Thurlow-Vecchi
284. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">ICC 348. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;">Historia Numorum
Italy 677d.<o:p></o:p></span></p><br /></span><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: left;"><span style="background: white; color: #591010; font-family: "Bookman Old Style",serif;">I have a few of this style coin. It is fairly common and inexpensive. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: left;"><span style="background: white; color: #591010; font-family: "Bookman Old Style",serif;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK9q9SHys9mFE7p8ewwU1klasoW8ihl5W13rScgjxEmlqRGRM0BEPuLZbv9jfVXPFAL0rR2C2fe3w9EY41-cfaW02J8wkDRKb6YzyU9GAJqS0UMpdmi_2uygtr1S8HPBg9cGI9MGSe1qk/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="323" data-original-width="632" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK9q9SHys9mFE7p8ewwU1klasoW8ihl5W13rScgjxEmlqRGRM0BEPuLZbv9jfVXPFAL0rR2C2fe3w9EY41-cfaW02J8wkDRKb6YzyU9GAJqS0UMpdmi_2uygtr1S8HPBg9cGI9MGSe1qk/" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">the seller's pic</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5Sw3JbJvovrhDkEV4Mw4MDTF6Z74uNPwjx6Bp6kK86uR0S84KcYiFJmbtwmdMHMK4aOW3AeiD5YjNm8m30e_pUg2HyCSAJa3ajrFiOLC9NMYp3czququ0_5uRJkyNY3cvGaMmRV2CGQ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="237" data-original-width="414" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5Sw3JbJvovrhDkEV4Mw4MDTF6Z74uNPwjx6Bp6kK86uR0S84KcYiFJmbtwmdMHMK4aOW3AeiD5YjNm8m30e_pUg2HyCSAJa3ajrFiOLC9NMYp3czququ0_5uRJkyNY3cvGaMmRV2CGQ/" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEircsxW2c8CtEX17XN6sDylssZqk_59K3kAvEAnq8Jb92gW5TDAEHjgKuUN8L6VoQdG1akYIedXOh65QG-9uyxFh1p4PubKrjq6_8soPdmRDkdXcfRN1iXojJORIOzGbFkDtBz-phSYtcs/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="336" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEircsxW2c8CtEX17XN6sDylssZqk_59K3kAvEAnq8Jb92gW5TDAEHjgKuUN8L6VoQdG1akYIedXOh65QG-9uyxFh1p4PubKrjq6_8soPdmRDkdXcfRN1iXojJORIOzGbFkDtBz-phSYtcs/" width="320" /></a></div><span style="text-align: left; text-indent: -24px;">examples from two date ranges and sizes</span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left; text-indent: -24px;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left; text-indent: -24px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6iuCw4Ftba6mu35Tt5Zjdjv7FEXq9GYLfpV2nJR_mWs2Wu0CZaqhxiJxrn7c1CyomPIh_2rQlhSUEcDd5WMgUDK4ohddHVfJdXpFd_ysDp8EKq63VQt_bDdCQjuFgSciyVlO-i3WhM3o/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="304" data-original-width="335" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6iuCw4Ftba6mu35Tt5Zjdjv7FEXq9GYLfpV2nJR_mWs2Wu0CZaqhxiJxrn7c1CyomPIh_2rQlhSUEcDd5WMgUDK4ohddHVfJdXpFd_ysDp8EKq63VQt_bDdCQjuFgSciyVlO-i3WhM3o/" width="264" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Knucklebone
coins and Knucklebones</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM7m038j5CnfAsHwOCZQGKrlytGVGwlc8_T9AKbaB1oJAMAKZsRUz2QK-AoOKEVn9GbYqcX25hZDXeMepbPFtIgBTxzU2Tnl2rBNMXNyWT9p0uj_6fU6fZzzybPh2QuMfcZJqgz0AA4J0/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="303" data-original-width="305" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM7m038j5CnfAsHwOCZQGKrlytGVGwlc8_T9AKbaB1oJAMAKZsRUz2QK-AoOKEVn9GbYqcX25hZDXeMepbPFtIgBTxzU2Tnl2rBNMXNyWT9p0uj_6fU6fZzzybPh2QuMfcZJqgz0AA4J0/" width="242" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 12pt;">Shells and Coins with Shells</span></div><br /><br /><br /></span></div><br /><br /></span></div><br /><br /><p></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-9330743609818703232020-10-31T10:39:00.000-07:002020-10-31T10:39:06.085-07:00Obol Female Astralagoi Male head Cilicia TARSOS 389 – 375 BC<p> </p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Obol Female Astralagoi Male head<o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Cilicia TARSOS 389 – 375 BC<o:p></o:p></span></p></div><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3Rowvyv4NR30bZgAXSApXoFKcq6irN4KWZVVo_G35ZC23fnVfst9HDcaMHzyfpHe_qH0O_svRtZSSsuihevO-xFIlKeWdLJZDn9uueGS-hX6OPafKnQveP6vO4-wc2798W0F2G5vha3M/s500/girl+ast.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="236" data-original-width="500" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3Rowvyv4NR30bZgAXSApXoFKcq6irN4KWZVVo_G35ZC23fnVfst9HDcaMHzyfpHe_qH0O_svRtZSSsuihevO-xFIlKeWdLJZDn9uueGS-hX6OPafKnQveP6vO4-wc2798W0F2G5vha3M/s320/girl+ast.jpg" width="320" /></a></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Cilicia, TARSOS (389-375 a.C.) AR Obol <o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Obv - Female kneeling left, tossing astralagoi (Knucklebone)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Rev - Male head right. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">0.63 gr<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">9.4 mm<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="color: #333333; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Die axis 7</span><span style="background: white; color: #454545; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"> </span><span style="color: #333333; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAima6zxEq71ivrdvpsQvvl43ciTCXaQH8DZOKnSbS4SEvE3NFYfavrLg_qgU5RRAO6pqlDvaP6YWlKp0I7R2htHbId8u-PAXVDnVZuAJueXNk5VFXtORJ0eXPwB7JYQKFVXwRpX5dMPA/s640/two+girls+in+a+game+of+knucklebones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="416" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAima6zxEq71ivrdvpsQvvl43ciTCXaQH8DZOKnSbS4SEvE3NFYfavrLg_qgU5RRAO6pqlDvaP6YWlKp0I7R2htHbId8u-PAXVDnVZuAJueXNk5VFXtORJ0eXPwB7JYQKFVXwRpX5dMPA/s320/two+girls+in+a+game+of+knucklebones.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">This statue shows two girls tossing astralagoi</div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkFcI_WkbdUM0ZteUQBBelq1Tc1f5bhk4paG8_f7AsdjFQz6LGlaD-xELQrWkziIGQsjlQe47CPoFShfrt7IWvBa9Hg5kQPl1uIBodpl-5Qghju6VqnVNiXJXr_y20bRLS2_KrTMXMS_o/s150/silver+knucklebone.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="96" data-original-width="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkFcI_WkbdUM0ZteUQBBelq1Tc1f5bhk4paG8_f7AsdjFQz6LGlaD-xELQrWkziIGQsjlQe47CPoFShfrt7IWvBa9Hg5kQPl1uIBodpl-5Qghju6VqnVNiXJXr_y20bRLS2_KrTMXMS_o/s0/silver+knucklebone.jpg" /></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigNGKixp_nrJeNaM0GxhJl3gkTdwsXIfFGClleK6zeaKGguh2KNPb8Xl8vcUTdMLmTvQPo_OGebEVMPqLfpmqQkKJY_1Ta8hMwR2PtfLoBw7kkh3YIkwu7O0Y5tImpLyxCB94hBRhm5eI/s150/silver+knucklebone+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="86" data-original-width="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigNGKixp_nrJeNaM0GxhJl3gkTdwsXIfFGClleK6zeaKGguh2KNPb8Xl8vcUTdMLmTvQPo_OGebEVMPqLfpmqQkKJY_1Ta8hMwR2PtfLoBw7kkh3YIkwu7O0Y5tImpLyxCB94hBRhm5eI/s0/silver+knucklebone+2.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;">A silver knucklebone from my collection.</div></div></div><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI3cphclM6zxw4__TwUpMBG9IvIYl3jBXsoHj1X4Vfb6he-5M1QuigOo_RLpDRdtGucLYa-g_YsyQUA3Iq2Gk19cQKYZzi60VA6E_7H4GOr2i3SJLIo5Z4KZfLfqUmjc2BOK5xidw5xvM/s1280/coins+from+bcc+show+9.4.19+a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI3cphclM6zxw4__TwUpMBG9IvIYl3jBXsoHj1X4Vfb6he-5M1QuigOo_RLpDRdtGucLYa-g_YsyQUA3Iq2Gk19cQKYZzi60VA6E_7H4GOr2i3SJLIo5Z4KZfLfqUmjc2BOK5xidw5xvM/s320/coins+from+bcc+show+9.4.19+a.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">You can see a size comparison of an Obol vs a Roman Imperial bronze coin.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZxJyV7vqV_9jKHgKKnhwcrh91M-ML4qVy0qvjiDTLAH8QLuEJ7X5xmWPEMN7aB1jU2VJIK9aCfCQD-Tz7_uW3razds1lgY57SFLEJvNf71xVjk2FSaQUZExHKSqFDe8iF9kydcvmNu1Q/s800/obol+girl+todding+knucklebones+CNG.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="434" data-original-width="800" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZxJyV7vqV_9jKHgKKnhwcrh91M-ML4qVy0qvjiDTLAH8QLuEJ7X5xmWPEMN7aB1jU2VJIK9aCfCQD-Tz7_uW3razds1lgY57SFLEJvNf71xVjk2FSaQUZExHKSqFDe8iF9kydcvmNu1Q/s320/obol+girl+todding+knucklebones+CNG.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">another girl throwing knucklebones on a coin</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6kQM_rsmL5VnFPkqNRGs94cYI7mAHHreIp-JakIos_Uk2W4Gi99VVlSZ_gZJsc6mnDouk2Qc7-9iIHDKJhpXmvb5KsSl18tEZBufm-6-uL-mCGUlRi2ZuwurmO-kFtvVd3WsRKugto8Y/s1238/DSCN2272.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1217" data-original-width="1238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6kQM_rsmL5VnFPkqNRGs94cYI7mAHHreIp-JakIos_Uk2W4Gi99VVlSZ_gZJsc6mnDouk2Qc7-9iIHDKJhpXmvb5KsSl18tEZBufm-6-uL-mCGUlRi2ZuwurmO-kFtvVd3WsRKugto8Y/s320/DSCN2272.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNUPWIDWrSESzxW6ZzRvrsSBgHc9ZUOd5bvO2qfeJrpCDnXrogn6FRzjiiwdOGk_ueUk_5zjhD01ypanBrZNV9VfG3Vw0hNAV-ltU7Cg-YaIvNLoy_cn0BulVvlB3lrfsqhaHoEzFW4ik/s1253/DSCN2273.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1207" data-original-width="1253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNUPWIDWrSESzxW6ZzRvrsSBgHc9ZUOd5bvO2qfeJrpCDnXrogn6FRzjiiwdOGk_ueUk_5zjhD01ypanBrZNV9VfG3Vw0hNAV-ltU7Cg-YaIvNLoy_cn0BulVvlB3lrfsqhaHoEzFW4ik/s320/DSCN2273.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white; color: #454545; font-family: Helvetica, sans-serif; font-size: 13.3333px; text-align: left;">astralagoi were on Roman Republican cast coins like the one above</span></div><br /><br /><p></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-78084119819460632522020-10-22T22:35:00.001-07:002020-10-22T22:35:49.364-07:00Cast Bronze Money in Republican Rome and Central Italy<p> I am working on a talk about RR cast bronze money. I took a few pictures of my collection for the talk.</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiukRh61oyzkxYrDRkXHYSA-txD_IGAoGX18Igu5wu-GB9RqbYOxZZAtSYkWuwrtVhRApNeA8MJUz3R4-bpk6WDKNDYlM_dqplR38ZmPeLYeKy5xM98JeVLgY2-cH624T3xMLTI1uaC3T0/s2048/DSCN4723+group+1+rev.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1819" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiukRh61oyzkxYrDRkXHYSA-txD_IGAoGX18Igu5wu-GB9RqbYOxZZAtSYkWuwrtVhRApNeA8MJUz3R4-bpk6WDKNDYlM_dqplR38ZmPeLYeKy5xM98JeVLgY2-cH624T3xMLTI1uaC3T0/s320/DSCN4723+group+1+rev.JPG" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt358Q-iX30-dtlz-lUFuY6GzMTahPSX4-76_wOICD9cztdqHwvZHBD21ChdHJMt-g0ssaXPeAC_1o8S8jz7XtFpACxSk-JsHZ8teW1zrYz469hDkN658GnY_1sNZIa2MvOiJh4HBjFto/s2048/DSCN4725+group+2+obv.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1893" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt358Q-iX30-dtlz-lUFuY6GzMTahPSX4-76_wOICD9cztdqHwvZHBD21ChdHJMt-g0ssaXPeAC_1o8S8jz7XtFpACxSk-JsHZ8teW1zrYz469hDkN658GnY_1sNZIa2MvOiJh4HBjFto/s320/DSCN4725+group+2+obv.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2S6dAcxHlDQ7LiT8H3OBRcjqrwF30GmmZCDBzssfYrb7_zGU-nsyeMsNSURdq3QOmVOqzcIec2Hae2MOqx3201MfmQtbWHp-WX_r9CS8rzKJ1Hu5JSVNKtoXkI87IYSIgFPxO0pck6yY/s2048/DSCN4728+group+2+rev.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2012" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2S6dAcxHlDQ7LiT8H3OBRcjqrwF30GmmZCDBzssfYrb7_zGU-nsyeMsNSURdq3QOmVOqzcIec2Hae2MOqx3201MfmQtbWHp-WX_r9CS8rzKJ1Hu5JSVNKtoXkI87IYSIgFPxO0pck6yY/s320/DSCN4728+group+2+rev.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiop9LNGqdEbfPUxdKQy4rPxrcyg5WAl5_1O64MUWEsMoDWv2lQhJULSC0wVKk_GnrDSwUOLpCDIXmtFcDZCkXJvTzsV__VO_T2dFrb3bTbiHcF7lPe4mngS04NZyd23lK_sqtJ6YU-s9w/s1799/DSCN4741.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1789" data-original-width="1799" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiop9LNGqdEbfPUxdKQy4rPxrcyg5WAl5_1O64MUWEsMoDWv2lQhJULSC0wVKk_GnrDSwUOLpCDIXmtFcDZCkXJvTzsV__VO_T2dFrb3bTbiHcF7lPe4mngS04NZyd23lK_sqtJ6YU-s9w/s320/DSCN4741.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbVyCSohZG4MsayapfE6BRZrEu2vs6aUyetfqk8zwqd_pBDC26h7erxJToDpyTYGrqDTMeiD1oJd6ZqgDybxWtxfVBjvq_og0jU8RlicyIg2-lBh5UqaU9Et9jXCw_p66VkoKeYgxkpyg/s2048/DSCN4720+group+1+obv.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1911" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbVyCSohZG4MsayapfE6BRZrEu2vs6aUyetfqk8zwqd_pBDC26h7erxJToDpyTYGrqDTMeiD1oJd6ZqgDybxWtxfVBjvq_og0jU8RlicyIg2-lBh5UqaU9Et9jXCw_p66VkoKeYgxkpyg/s320/DSCN4720+group+1+obv.JPG" /></a></div><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiukGdvXa15zTUbZFm_2b5eTdk6IgjbAfIHkdBsyVq2Zz9K7ZrEyce-MljDYwDvSGSeHnxAj9jgTKz72-jKbEHpWX4gzDJKzRB62R_RX-zcEah8ZdsyuL6X7VRV11EBKxAlutuyD7fcisQ/s2048/DSCN4501.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1528" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiukGdvXa15zTUbZFm_2b5eTdk6IgjbAfIHkdBsyVq2Zz9K7ZrEyce-MljDYwDvSGSeHnxAj9jgTKz72-jKbEHpWX4gzDJKzRB62R_RX-zcEah8ZdsyuL6X7VRV11EBKxAlutuyD7fcisQ/s320/DSCN4501.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-75012742757197705642020-09-19T16:32:00.004-07:002020-09-19T16:32:52.983-07:00An interesting Roman bronze stamp with MCP<p style="text-align: center;"> Roman bronze stamp - MCP</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNHg92rUoMKdcLf7JFUrTm6DMWSaXciLFkRMpODkiCj4IMdeNqeDEd7QVqMXWRXBdNKf9S10Lmi5OIzuu0QIfQ0dgsZ4YSF7xXr6LWpc796ICnfVtfLwBXfcvKr1xxt_FQ1B2ygXIMwRU/s887/Roman+Surveyers+group+stamp++timeline+9.19.2020+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="342" data-original-width="887" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNHg92rUoMKdcLf7JFUrTm6DMWSaXciLFkRMpODkiCj4IMdeNqeDEd7QVqMXWRXBdNKf9S10Lmi5OIzuu0QIfQ0dgsZ4YSF7xXr6LWpc796ICnfVtfLwBXfcvKr1xxt_FQ1B2ygXIMwRU/s320/Roman+Surveyers+group+stamp++timeline+9.19.2020+%25282%2529.jpg" width="320" /></a></div><br /><p>How often do you run across an item in an auction that "has your name on it"? A recent Timeline Auctions had an interesting lot - <i>Roman Mason's Plumb Bob and Tool Collection </i>A collection of five bronze implements comprising: three mason's plumb bobs or line weights (seller's words); a pair of dividers; a punch stamp with 'MCP'. 56 grams total, 2.1-11.4cm (the seller must have added the item lengths to get to 11.4 cm or 114 mm)!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2bf351L1MI33iUAt7SkASy1ET4Mk1iwF89QWwprw1tYNMkyxHx-bcBNcAWAx5YuhNj5Wlf8ArcOSGaAYkCSKD4YVUSO-OJX23Z1WUkQZigQfVpdqYe3BEtFy8KtE9GdgzVttxkUfCdKw/s904/Roman+Surveyers+group+timeline+9.2.2020.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="536" data-original-width="904" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2bf351L1MI33iUAt7SkASy1ET4Mk1iwF89QWwprw1tYNMkyxHx-bcBNcAWAx5YuhNj5Wlf8ArcOSGaAYkCSKD4YVUSO-OJX23Z1WUkQZigQfVpdqYe3BEtFy8KtE9GdgzVttxkUfCdKw/s320/Roman+Surveyers+group+timeline+9.2.2020.jpg" width="320" /></a></div><br /><p>The 3 letters in the stamp are the first ones in my last name - McPherson! The punch and plumb bobs are small, the total weight is 56 grams. The weights are more like charms for a neclace or braclet than plumb bobs. They could have been for coin scales which are small. Provenance - Ex North London gentleman; formerly in an important European private collection formed between 1980 and 2000. Timeline Auction, 9/2/2020; LOT 0849</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p>5.4 grams; 2.5 mm dia X 15.5 mm long; has 5 mm hanging loop</p><p>3.3 grams; 2.5 mm dia X 14.5 mm long</p><p>5.0 grams; 3.4 mm dia X 8.2 mm long</p></blockquote><p>The stamp is more interesting. My guess is the letters are a Roman name and could have been used to mark coins or other metal items. I have not seen coins with this letter combination. You can read a bit more about Roman names here: https://alison-morton.com/2014/08/18/whats-in-a-roman-name/ </p><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><p style="text-align: left;">20.4 grams; 18.1 mm X 8.2 mm X 2.8 mm</p></blockquote><p>The divider is:</p><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><p style="text-align: left;">20 grams and has 42.9 mm & 42.8 mm arms</p></blockquote><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP1XfwsMDj-nKiJ5GU0n1-36Auk0VZODW7qx7RbLoHh0nhy099j0j5nPNYZLBYo1jFPfAWCE_qBRMI5wW-MhhnoowMep7Rx5XnE19ijy8OTSDhscd4sPQAA_4npowgtbuqJ1ns7YBcyFU/s1280/Roman+Surveyers+group+stamp+2++timeline+9.19.2020.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP1XfwsMDj-nKiJ5GU0n1-36Auk0VZODW7qx7RbLoHh0nhy099j0j5nPNYZLBYo1jFPfAWCE_qBRMI5wW-MhhnoowMep7Rx5XnE19ijy8OTSDhscd4sPQAA_4npowgtbuqJ1ns7YBcyFU/s320/Roman+Surveyers+group+stamp+2++timeline+9.19.2020.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQDwu4l2rdZLZ6i6ulW2IeT5ftULRgokwYq5E1fAI3bfg_u-yWyrN8TT13jFGg5b5NnPenXsRrNwF2dQyiyT3jWcgnQopcmz3nl2JlgJlhnKq12-T1EXb_7VaufHgmGB5cKPMPydcOUFA/s1280/Roman+Surveyers+group+stamp+3++timeline+9.19.2020.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQDwu4l2rdZLZ6i6ulW2IeT5ftULRgokwYq5E1fAI3bfg_u-yWyrN8TT13jFGg5b5NnPenXsRrNwF2dQyiyT3jWcgnQopcmz3nl2JlgJlhnKq12-T1EXb_7VaufHgmGB5cKPMPydcOUFA/s320/Roman+Surveyers+group+stamp+3++timeline+9.19.2020.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">I have a few small shell pendants in my Roman cast bronze collection.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD-kPwsADltYfGsCc1Cnbwx3Se3ZPEWWdU_EoM3-kYUhkl6Lvi9tGYdVqZllB7ls6rSuy6MZ699cI2lL2FWiZrckbyH-wI2vnEm_MCg_YKooF042rOa8UIUUPUliuEsqQpPK8GtdChPpU/s2048/DSCN3071.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1822" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD-kPwsADltYfGsCc1Cnbwx3Se3ZPEWWdU_EoM3-kYUhkl6Lvi9tGYdVqZllB7ls6rSuy6MZ699cI2lL2FWiZrckbyH-wI2vnEm_MCg_YKooF042rOa8UIUUPUliuEsqQpPK8GtdChPpU/s320/DSCN3071.JPG" width="320" /></a></div><br /><p><br /></p><p><br /></p><p><br /></p>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-49738425150508752852020-08-14T11:04:00.002-07:002020-08-14T11:04:29.008-07:00Ancient Spanish Coins<div class="separator" style="clear: both; text-align: left;">
<span face="" style="color: #141414; font-family: verdana, geneva, sans-serif;"><span style="background-color: #fcfcff;">I bought a small bronze Semis in 2018. It took a while to attribute the coin and find a book with the coin. By the time the book arrived, I forgot this post. </span></span></div>
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<span face="" style="color: #141414; font-family: verdana, geneva, sans-serif;"><span style="background-color: #fcfcff;">This is the 5th one from Spain and means I now I have a collection. Shown below are two denarii, one semis and two Scipio bronze coins.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHRcLULEho_SP8DWhz5AE4tPQ8f72OyXP5XSd0eR43xB6qpADyWdZVPKO5i0OISU4dmMQg0etLNv1k2KO2Ir_tiOSbK9kGuXkUYp1IIHHL1mXt4hlEXxpD5bhfPyR03QIdGbfcslYswGE/s1600/DSCN3514.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1442" data-original-width="1600" height="576" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHRcLULEho_SP8DWhz5AE4tPQ8f72OyXP5XSd0eR43xB6qpADyWdZVPKO5i0OISU4dmMQg0etLNv1k2KO2Ir_tiOSbK9kGuXkUYp1IIHHL1mXt4hlEXxpD5bhfPyR03QIdGbfcslYswGE/s640/DSCN3514.JPG" width="640" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjTgSwVrdyfh7pTTR1I_WGyU1Ju0Ym91GxnY_tGo9c4ARSJouYD8x8r0Rv-zfElqYTK-V5QtJunGcrlfFatyy8NPuom4a3xDzxKJL_6cAa0lVubjSUhp2uKsrDD7t0Z4iEnyApBeXZg-A/s1600/DSCN3519.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1368" data-original-width="1600" height="546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjTgSwVrdyfh7pTTR1I_WGyU1Ju0Ym91GxnY_tGo9c4ARSJouYD8x8r0Rv-zfElqYTK-V5QtJunGcrlfFatyy8NPuom4a3xDzxKJL_6cAa0lVubjSUhp2uKsrDD7t0Z4iEnyApBeXZg-A/s640/DSCN3519.JPG" width="640" /></a></div>
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<span face="" style="color: #141414; font-family: verdana, geneva, sans-serif;"><span style="background-color: #fcfcff;">top left - </span>Spain, Bolskan (Osca) AR Denarius. Circa 150-100 BC. Bearded head right; Iberian bon behind / Warrior, holding spear, on horseback right. </span></div>
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<span face="" style="color: #141414; font-family: verdana, geneva, sans-serif;">top right - Iberia, Ikalesken; Mid 2nd century BC AR denarius. </span><span face="" style="color: #141414; font-family: verdana, geneva, sans-serif;">Obv - Male head right; </span><span face="" style="color: #141414; font-family: verdana, geneva, sans-serif;">Rev - Horseman, holding shield, helmet and cloak (chlamys); riding left, second horse beside; in ex - Iberian legend IKALESKEN. The cloak and helmet of the rider are similar to the Dioscurii on RR coins. There are three small dots above the rider's helmet. </span></div>
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<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;">center - this coin was incorrectly sold as: Ancient Roman Republican Coin - L. Sempronius Pitio - Galley Semis 148 BC. Obv: laureate head of Saturn right, S behind head. Rev: L dot SEMP above prow right, S to right, ROMA below. Craw. 216/3; Syd. 403a; Babelon Sempronia 5; Sear 858. the coin is really:</span><br />
<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif;">an official Spanish civic issue from Carteia - Saturn / prow bronze from Spain. Probably about 100 BC (Cited from: https://www.cointalk.com/threads/l-sempronius-pitio-semis-scarce-rr-or-spanish-imitative-issue.327841/)</span><br />
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<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;">bottom L & R - SPAIN, Carthago Nova. Roman Occupation. Æ Unit. Struck after 209 BC. Bare-head left (Scipio Africanus?) / Horse standing right; palm tree behind. </span><br />
<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;"><br /></span>
<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;"><br /></span><span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;">This was my original post. You can compare the coin below with a similar RR coin.</span></div>
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<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;">I bought an interesting coin in a recent auction. It is not a common coin, but that is not unusual for small denomination RR bronzes. </span><span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px;">An added point of interest for this coin is that it might be Spanish imitation. Some pics of my coin (it is not here yet) and the best pic I noticed on line are below. Lettering on the coin is not like other coins of L.Semp.Pitio I have seen online. What do you think?</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOD9eYlXrotmS8iCALR4PJNzhHh_ZhyucNltB3WeEldEzOerKQXAQYtigfS9-wvseNLFpZ749KR7eDX-dECu_VmkcC-GRySbL6LwSnMk48zpqctyM6xNYaXf1h-m_nOXSl1Jx056hlkA/s1600/L.+Sempronius+Pitio+Semis+Timeline+11.28.18.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="507" data-original-width="1005" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOD9eYlXrotmS8iCALR4PJNzhHh_ZhyucNltB3WeEldEzOerKQXAQYtigfS9-wvseNLFpZ749KR7eDX-dECu_VmkcC-GRySbL6LwSnMk48zpqctyM6xNYaXf1h-m_nOXSl1Jx056hlkA/s320/L.+Sempronius+Pitio+Semis+Timeline+11.28.18.jpg" width="320" /></a></div>
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Nov 2018 auction</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsrbckVZJS3P4zCobOs6HUH6BEM22aGdZrypSJ-75BQSIBfeutG4HBajjeNHZ4tZouleKfFR5cn-SZMf_A9GjurSmF6K4wF2vgCyRNo8f93vLtGTQRDZyfAx1VEfl8c_LcGCg-oXvc3CE/s1600/L.+Sempronius+Pitio+Semis+Timeline+Dec+15+same+coin.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="357" data-original-width="709" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsrbckVZJS3P4zCobOs6HUH6BEM22aGdZrypSJ-75BQSIBfeutG4HBajjeNHZ4tZouleKfFR5cn-SZMf_A9GjurSmF6K4wF2vgCyRNo8f93vLtGTQRDZyfAx1VEfl8c_LcGCg-oXvc3CE/s320/L.+Sempronius+Pitio+Semis+Timeline+Dec+15+same+coin.jpg" width="320" /></a></div>
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Dec 2015 auction, same coin</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHG3kvWMn2BP_2fD5RkFv_wJqc3Thpf6g3RqZZX0ny3Io_8aqXIoTZvyHmORvwiKkM1Pt1HE9Hr4DVlKYCi1mFOfamsfRGD4gJapbwRCSJ6THgfY8u41DX87YOSuge99WrTWvZfN60Tn0/s1600/aaaaa+Monnaie_Semis__btv1b104409241.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="250" data-original-width="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHG3kvWMn2BP_2fD5RkFv_wJqc3Thpf6g3RqZZX0ny3Io_8aqXIoTZvyHmORvwiKkM1Pt1HE9Hr4DVlKYCi1mFOfamsfRGD4gJapbwRCSJ6THgfY8u41DX87YOSuge99WrTWvZfN60Tn0/s1600/aaaaa+Monnaie_Semis__btv1b104409241.jpeg" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEdUFc74vu64i_KwdPfwm6lwCz34ReCGyFMeNu2PN_Igb9PAGOgk9iGMuJUoXhyphenhyphenGc4OUOvlu__Cl7pG5HbeyPynmiIaNTVmOid22tH9vkGlNHjG9g2J9z9MeZ85JG4Q1ju-sty5eBugs8/s1600/aaaaaa+Monnaie_Semis__btv1b104409241-1.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="250" data-original-width="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEdUFc74vu64i_KwdPfwm6lwCz34ReCGyFMeNu2PN_Igb9PAGOgk9iGMuJUoXhyphenhyphenGc4OUOvlu__Cl7pG5HbeyPynmiIaNTVmOid22tH9vkGlNHjG9g2J9z9MeZ85JG4Q1ju-sty5eBugs8/s1600/aaaaaa+Monnaie_Semis__btv1b104409241-1.jpeg" /></a></div>
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<span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px; text-align: left;">pics from </span><a class="externalLink" href="http://www.lesdioscures.com/ch83a2-semis-sempronia/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: #fff4e5; background-origin: initial; background-position: 50% 0%; background-repeat: repeat-x; background-size: initial; border-radius: 5px; box-shadow: rgb(204, 204, 204) 5px 5px 7px; color: #6d3f03; font-family: verdana, geneva, sans-serif; font-size: 16px; margin: 0px -3px; outline: none 0px; padding: 0px 3px; text-align: left;" target="_blank">http://www.lesdioscures.com/ch83a2-semis-sempronia/</a><span face="" style="background-color: #fcfcff; color: #141414; font-family: verdana, geneva, sans-serif; font-size: 16px; text-align: left;"> </span></div>
<br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-8072443210125834012020-08-13T10:58:00.001-07:002020-08-13T11:06:08.407-07:00Athena Steelyard Weight from Paul Bessey Collection<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-dDth8-wWDyATcD9GarLgxXrJ1_FB_0yrUxksyR-D2cKG69TbuDOACCvFaASn_hWguT7KVHmJIFOVx-KaC4iQVGqccbciVNW9HXuLZ5t3Zm38pd-IuqLrCpnSAJzCQhoQx_L9wlbZE-0/s650/MINERVA.STEELYARD.P.Bessey.Malter.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="408" data-original-width="650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-dDth8-wWDyATcD9GarLgxXrJ1_FB_0yrUxksyR-D2cKG69TbuDOACCvFaASn_hWguT7KVHmJIFOVx-KaC4iQVGqccbciVNW9HXuLZ5t3Zm38pd-IuqLrCpnSAJzCQhoQx_L9wlbZE-0/s640/MINERVA.STEELYARD.P.Bessey.Malter.jpg" width="640" /></a></div><p></p><p>My Byzantine Empress steelyard weight was lonely, so I bought her a companion.</p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Roman, 3rd-4th
century AD*., a very large and heavy, looped bronze
figural steelyard weight in the form of Athena / Minerva**. She wears tall crested helmet
and a </span>gorgon head <span face="" style="font-family: "times new roman", serif; font-size: 12pt;">Aegis***, see notes below. </span><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Nice facial features </span><span face="" style="font-family: "times new roman", serif; font-size: 12pt;">show wear but are still easily
discernible as are the detailed garments she wears which are evident all around
the lower portion of this impressive weight. Rich dark brown and emerald green
patina throughout. </span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 16px;">12.6 pounds</span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">9-1/2 " tall, including 1" loop at top of weight</span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">4-1/2 " wide at shoulders</span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">3-1/2 " deep from Aegis to back</span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">base dimensions are 4.5 X 3.5 ". </span></p><p><span face="" style="font-family: "times new roman", serif;">Lot 71 of Michael Malter Auction Feb 13, 2011; Encino, CA, USA</span><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Notes:</span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">* - 5th to 8th centuries AD. Anne McClanan in <i>Representations of Early Byzantine Empresses</i> gives a later date.</span></p><p><span face="" style="font-family: "times new roman", serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">** - Minerva was the Roman name for the Greek goddess Athena. Most of their attributes (Powers, clothing, ets.) are the same. Weights from Western Roman Empire are called Minerva. Norbert Franken in <i>AEQUIPOMDIA</i> places statues like this in group CB. </span></p><p>*** - The Aegis of Athena with the Gorgon Head</p><p></p><p class="MsoNormal"><o:p></o:p></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1K5EcmHDSgyv2yWNgTdlfEw2p-GaEbnJouWRDIhj111_YE1SAMwhNiSRXVHPMmiBN1ONopL4HDBhxl5Gl6Iby-Ukg7R1dm7Os_T3mToy3zSGWjZhbYTHnuVUvEsPXqZJp_U1L6NYI7GQ/s450/The+Aegis+of+Athena+with+the+Gorgon+Head+ancient-greece+dot+org.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="338" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1K5EcmHDSgyv2yWNgTdlfEw2p-GaEbnJouWRDIhj111_YE1SAMwhNiSRXVHPMmiBN1ONopL4HDBhxl5Gl6Iby-Ukg7R1dm7Os_T3mToy3zSGWjZhbYTHnuVUvEsPXqZJp_U1L6NYI7GQ/s0/The+Aegis+of+Athena+with+the+Gorgon+Head+ancient-greece+dot+org.jpg" /></a></div><p class="MsoNormal"><br /></p><p class="MsoNormal">Athena's Aegis with the gorgon head in the middle from the
west pediment of the archaic temple of Apollo at Eretria.<o:p></o:p></p>
<p class="MsoNormal">Parian Marble, circa 520-500 BCE.<o:p></o:p></p>
<p class="MsoNormal"><a href="https://ancient-greece.org/images/museums/eretria-mus/pages/eretria-021.html">https://ancient-greece.org/images/museums/eretria-mus/pages/eretria-021.html</a>
<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil8MOPzOXStjAEjIsAq07leKCsxRZTQwxi7VmszqHhv6e9caL-Ml-8F6brqJIKWQztOAcKDM0zgz7OpPS67RSt_D-vwEbNoi_8qQ0INqS27H2TChrzKfrUU46njAB5VnablRD3AUW2Nx0/s2048/DSCN4657.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1685" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil8MOPzOXStjAEjIsAq07leKCsxRZTQwxi7VmszqHhv6e9caL-Ml-8F6brqJIKWQztOAcKDM0zgz7OpPS67RSt_D-vwEbNoi_8qQ0INqS27H2TChrzKfrUU46njAB5VnablRD3AUW2Nx0/s640/DSCN4657.JPG" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLqFyzhL1fven39ApChSGsujDn7eMSfQIqrS39fXKCauHSwKeRiEgpHRMEvBKz92Ub-CNxdbdPALRHZooYDtddasfC1BNwwgxtHNxlOlS7Q2qCyDT1oJpL_0DL-3cI3v5ASeAGNEXq3F4/s2048/DSCN4641.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLqFyzhL1fven39ApChSGsujDn7eMSfQIqrS39fXKCauHSwKeRiEgpHRMEvBKz92Ub-CNxdbdPALRHZooYDtddasfC1BNwwgxtHNxlOlS7Q2qCyDT1oJpL_0DL-3cI3v5ASeAGNEXq3F4/s640/DSCN4641.JPG" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYgmED76YlE8sXXjtOc_8CkveJhW06q25h8ChZwzGiUxENbdSguzNGJNqgxnrRPlkOYjLzdBVwTBh7emHzz1tGdPuLVzelLSQNmCJqYUM_cOVl9ZZ4gle6v12MiNmAF6vhRKaiK4ZycCs/s2048/DSCN4648.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYgmED76YlE8sXXjtOc_8CkveJhW06q25h8ChZwzGiUxENbdSguzNGJNqgxnrRPlkOYjLzdBVwTBh7emHzz1tGdPuLVzelLSQNmCJqYUM_cOVl9ZZ4gle6v12MiNmAF6vhRKaiK4ZycCs/s640/DSCN4648.JPG" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivwNUgLpsVM7QuvQuCHquEhD_xA3NXwn67SF6mUSJX7wsseIvQDnkgrrAHD8MUwG-4orLcXLXLf_o4GhifwwVp1ubQLwcwIYoXkGbFIvXV5pv73Lob_mORB1x3j5RMLPQQzApzF9eNNW8/s1812/20200715_120329.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1812" data-original-width="1630" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivwNUgLpsVM7QuvQuCHquEhD_xA3NXwn67SF6mUSJX7wsseIvQDnkgrrAHD8MUwG-4orLcXLXLf_o4GhifwwVp1ubQLwcwIYoXkGbFIvXV5pv73Lob_mORB1x3j5RMLPQQzApzF9eNNW8/s640/20200715_120329.jpg" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIrclJE-zGTdXlH7C5YWFTZHO1VAlid8hQiA4LcdEsmh0ynNDlYuE2EMMyaCGLDjGAnBLyy9JZB47dX9jlIdypdt3YgUkIWt9ZqSW36nfcrzmq8pWEYER7yk6HrHg8VlsKyGzcyIdksmk/s2832/DSCN4666.JPG" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1110" data-original-width="2832" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIrclJE-zGTdXlH7C5YWFTZHO1VAlid8hQiA4LcdEsmh0ynNDlYuE2EMMyaCGLDjGAnBLyy9JZB47dX9jlIdypdt3YgUkIWt9ZqSW36nfcrzmq8pWEYER7yk6HrHg8VlsKyGzcyIdksmk/s640/DSCN4666.JPG" width="640" /></a>Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-85343244677567032132020-08-05T12:49:00.000-07:002020-08-05T12:49:35.296-07:00Minerva Bull Aes Grave Fraction Crawford 37, 225 BC<div class="separator" style="clear: both; text-align: left;">
Minerva Bull aes grave Asses are not common. I found only 3 in sales for the last 20 years on acsearch. Crawford lists lists three symbols above the bull on this coin in Roman Republican Coinage: #37/1a, b, c = L, I, Caduceus. Aes Grave by E. J. Haeberlin has 23 examples of which 2 are fragments.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxP4Vmauk9nGrysGBzQW3dltNt1IMs1VCQBAi_ZclP-O5hj6jqw4QPKdnVFM0k96vSBCsApLxholGaSXgp1NvpzkkZNpTjCkjIBtmgHw7zoXDtYSB6QCPS3itPBNKOJ7gF0MdMuglIPKg/s1600/Cr37.1+cut+aes+grave+tintin+6.20.20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="519" data-original-width="600" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxP4Vmauk9nGrysGBzQW3dltNt1IMs1VCQBAi_ZclP-O5hj6jqw4QPKdnVFM0k96vSBCsApLxholGaSXgp1NvpzkkZNpTjCkjIBtmgHw7zoXDtYSB6QCPS3itPBNKOJ7gF0MdMuglIPKg/s320/Cr37.1+cut+aes+grave+tintin+6.20.20.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0e7UxW4BzUFNCoGBdjqC2EUPFKi-J80mDtcJQkCdWlNRDxp3hLHsrJAj4-6rrSIpDnBw4XSpZUElRjKamfwkMNP-lXuQop85Os7FzdYXKylTWXm-N5Qsk3YhxkuoXthUs7kbW933UsFQ/s1600/Cr37.1+cut+aes+grave+tintin+6.20.20+rev.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="422" data-original-width="600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0e7UxW4BzUFNCoGBdjqC2EUPFKi-J80mDtcJQkCdWlNRDxp3hLHsrJAj4-6rrSIpDnBw4XSpZUElRjKamfwkMNP-lXuQop85Os7FzdYXKylTWXm-N5Qsk3YhxkuoXthUs7kbW933UsFQ/s320/Cr37.1+cut+aes+grave+tintin+6.20.20+rev.jpg" width="320" /></a></div>
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Seller's (Numismatic Studio Tintinna of Campani Massimo) pics.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjegfTNOmvLtGNJ6E1LFM-iHsWs10h-35zPgp4YmWMypdyS1j0KAe6L7ptbbJwpkP7YZclpoLlAjwtmjEpfGnN2SgJ7GjVeP0ndOpEeGTmwXvER8wEp3AB2e_-eMkJA6VR0e8o03LbZH50/s1600/DSCN4684.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1305" data-original-width="1134" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjegfTNOmvLtGNJ6E1LFM-iHsWs10h-35zPgp4YmWMypdyS1j0KAe6L7ptbbJwpkP7YZclpoLlAjwtmjEpfGnN2SgJ7GjVeP0ndOpEeGTmwXvER8wEp3AB2e_-eMkJA6VR0e8o03LbZH50/s320/DSCN4684.JPG" width="278" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTb5lRD9H3G7Uwvcyt7WCd85m381DOmTNhVJbeR9msMCy92xoo_ULgfSXoGbqaNiR3nJEwICIdGHR7z7sZmewWEXGczT7uIe65Z4zSVChgU5wxx6sAaD-QQ48UelQ9Eh6eK3anDV7MgTM/s1600/DSCN4683.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1238" data-original-width="1413" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTb5lRD9H3G7Uwvcyt7WCd85m381DOmTNhVJbeR9msMCy92xoo_ULgfSXoGbqaNiR3nJEwICIdGHR7z7sZmewWEXGczT7uIe65Z4zSVChgU5wxx6sAaD-QQ48UelQ9Eh6eK3anDV7MgTM/s320/DSCN4683.JPG" width="320" /></a></div>
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My pics plus some colorful knitting by my wife.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_0g5w_zoWj7h9H4w1f4hi02yCUFiAZFL9_X2czENWXs-O1iJZ6ylQjluB8EiABnn58EvVYH_A2_QE72Wg14TbxI9X63w5hWMcqHp-ofS7uR2ASJ4jhNTAtFQM7MaarUfqzxoDh5B2cyc/s1600/DSCN4688.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1394" data-original-width="1600" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_0g5w_zoWj7h9H4w1f4hi02yCUFiAZFL9_X2czENWXs-O1iJZ6ylQjluB8EiABnn58EvVYH_A2_QE72Wg14TbxI9X63w5hWMcqHp-ofS7uR2ASJ4jhNTAtFQM7MaarUfqzxoDh5B2cyc/s320/DSCN4688.JPG" width="320" /></a></div>
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Pics of the coin from Garrucci.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3QGUMxzySC-qIaQmKiSS6d-m8NBNQPWZG5BVp0eXM3plyMqZWibBv6N47Zh_E8CIo-Ziu9kZRuMpNgBVEsvV-PttZPJs1MSmsKMnvrok_qOpgh-BwSx-RWOYnaBSKTaOis1R0Nry_uzo/s1600/DSCN4698.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="945" data-original-width="1600" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3QGUMxzySC-qIaQmKiSS6d-m8NBNQPWZG5BVp0eXM3plyMqZWibBv6N47Zh_E8CIo-Ziu9kZRuMpNgBVEsvV-PttZPJs1MSmsKMnvrok_qOpgh-BwSx-RWOYnaBSKTaOis1R0Nry_uzo/s320/DSCN4698.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ztted0d8RK0V7vrE2MjTxdkm1I46D4ace-tisfZYYDGtQDFpJSNrvH6CJ4uvriuK2fHE6-Qz5JFFVq5l1vq7mIjTCOQSONlWxMzvFktW7nkkLeAnAL4JILexqyg_OpazQk8OXA1qL28/s1600/DSCN4699.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="872" data-original-width="1600" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ztted0d8RK0V7vrE2MjTxdkm1I46D4ace-tisfZYYDGtQDFpJSNrvH6CJ4uvriuK2fHE6-Qz5JFFVq5l1vq7mIjTCOQSONlWxMzvFktW7nkkLeAnAL4JILexqyg_OpazQk8OXA1qL28/s320/DSCN4699.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS4VwflWWbZ7FLjdGIptdp9Xnoc0rZ244bJ5znwLr_NigYB4ALOSe2ZAN04i4jEvoUmFBFSELUlpUY03_5KZ4tZBcXsqvIyudT-CNdweU-Lh6mQS-4rl0z3Y0nSgSCv-BJTtoQ-pVq-4I/s1600/DSCN4697.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1042" data-original-width="1263" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS4VwflWWbZ7FLjdGIptdp9Xnoc0rZ244bJ5znwLr_NigYB4ALOSe2ZAN04i4jEvoUmFBFSELUlpUY03_5KZ4tZBcXsqvIyudT-CNdweU-Lh6mQS-4rl0z3Y0nSgSCv-BJTtoQ-pVq-4I/s320/DSCN4697.JPG" width="320" /></a></div>
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Pics of the coin from Haeberlin. </div>
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<div class="MsoNormal">
Roman Republic<o:p></o:p></div>
<div class="MsoNormal">
Aes Grave fragment of an As from the Miverva Bull series 225
BC, mint uncertain<o:p></o:p></div>
<div class="MsoNormal">
Obv – Head of Minerva, facing, wearing helmet with three
crests, hair cascading to shoulders<o:p></o:p></div>
<div class="MsoNormal">
Rev – Bull standing to right (only parts of the back two
legs are showing); In Ex RO[MA]; this fragment does not show the marks above
the bull: L, I or a caduceus. Grueber and earlier authors are not sure if the L
stands for a town (Luceria) or one pound (Libra). <o:p></o:p></div>
<div class="MsoNormal">
37.1 X 29.2 X 10.2 mm<o:p></o:p></div>
<div class="MsoNormal">
43.22 grams<o:p></o:p></div>
<div class="MsoNormal">
BB +, Light Brown / Green patina<o:p></o:p></div>
<div class="MsoNormal">
Crawford 37/1a, b or c Crawford lists three symbols above
the bull. <o:p></o:p></div>
<div class="MsoNormal">
Grueber Italy AG 1 or 2<o:p></o:p></div>
<div class="MsoNormal">
Sydenham RRC – 138 & 139<o:p></o:p></div>
<div class="MsoNormal">
Sydenham AG – 34 & 35<o:p></o:p></div>
<div class="MsoNormal">
Haberline – pg 141 – 143, 23 examples including 2 fragments;
plates 55 – 56<o:p></o:p></div>
<div class="MsoNormal">
Garrucci - pg 17; plate XXXII # 4 & 5<o:p></o:p></div>
<div class="MsoNormal">
Vecci ICC – 72 or 73<o:p></o:p></div>
<div class="MsoNormal">
T&V – 43 or 43a<o:p></o:p></div>
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</div>
<div class="MsoNormal">
HNI – 331<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">rrd data<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Hab data<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Weight<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">43.16<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">279<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Weight
- max<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">321.1<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">336.0<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Weight
- min<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">225.0<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">204.6<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Weight
- avg<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">275.7<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">276.8<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Weight
- st dev<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">34.3<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">36.6<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Number<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">12<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">21<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Diameter
- max<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">37<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Diameter
- min<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">29<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Diameter
- max <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">75.8<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Diameter
- min<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">71.5<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Diameter
- avg<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">73.3<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Centering<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">NA<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Strike<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">ok<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Flan
flaws<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">broken
flan<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Style<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">typical<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Patination<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">light
greenish brown<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 113.4pt;" valign="bottom" width="151">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Damage<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="bottom" width="102">
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">broken
flan<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<o:p>
</o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com2tag:blogger.com,1999:blog-7229033782303404425.post-73684264488780718392020-06-13T20:14:00.000-07:002020-06-13T20:27:51.507-07:00Two Ounce Bronze Barrel Weight - is the inscription V or C<div class="MsoNormal">
A recent purchase is a 2 ounce bronze weight with an
inscription. The inscription is either V or C. I suspect the weight had other
inscriptions, but environmental damage, over cleaning and a layer of laquer
added after cleaning keeps me from seeing other letters.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Roman two ounce bronze commercial weight with some of the
original silver inlay. The size is correct for a 2 ounce weight (52.0 g; 22.9 X
17.1 mm). I can see what looks like a V. The rest of the inscription, if there
was one, is missing. Based on the weights shown below, I would expect a legend
that includes 2 to 4 of the letters: VNCIA (VN, VNCI, etc.) and a Roman number
2 – II.<o:p></o:p></div>
<div class="separator" style="clear: both;">
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The seller calls the inscription a C. Bruno Kisch in <i>Scales and Weights</i>, describes weights
from the Temple of Castor in Rome. The temple housed sets of standard weights.
They had inscriptions: CASTO, CAST, CAS, CA, etc. The letter on my weight could
be a C, but it looks more like a V to me.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The pictures below were taken with different cameras and light sources in an attempt to see an inscription. I could not see any more in hand with a loop. </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM-Bo4IK3Ve-yvngkExAi0Y9mx744TW_bzh_1BwXRkzF7xFmke1WCGsc_3H5F16HNdc3f8KJMnf8tSQ96nGV8z5wt-lvaw0AkX_r3iiK-mKH0WB2CkkvQ4Y6zuefzt9UnEDve92MNtc9w/s1600/200613010229260.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="921" data-original-width="921" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM-Bo4IK3Ve-yvngkExAi0Y9mx744TW_bzh_1BwXRkzF7xFmke1WCGsc_3H5F16HNdc3f8KJMnf8tSQ96nGV8z5wt-lvaw0AkX_r3iiK-mKH0WB2CkkvQ4Y6zuefzt9UnEDve92MNtc9w/s320/200613010229260.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Computer microscope</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmDX5EUUV59Xcx-mcJ5sZv3P4XXUgirESoDEjpYvE9B-WhKn1I5ahPeJuBfMUbaU0yjdbMI5mePN6oJfBs0yuf_g2ZPk2WHU7MJGtnB_lkqmvMM1kU5sxt0R8GrQf7kCDX-Pgc-ifWITI/s1600/DSCN4542.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="884" data-original-width="848" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmDX5EUUV59Xcx-mcJ5sZv3P4XXUgirESoDEjpYvE9B-WhKn1I5ahPeJuBfMUbaU0yjdbMI5mePN6oJfBs0yuf_g2ZPk2WHU7MJGtnB_lkqmvMM1kU5sxt0R8GrQf7kCDX-Pgc-ifWITI/s320/DSCN4542.JPG" width="306" /></a></div>
<div style="text-align: center;">
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Nikon P900 camera</span> </div>
<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_iLJSjpmU8o5cMcUkMXZ3pes8Zsaj4VhOvtKLSUJLNXeVH8JD-NcV6VaQeJGEeKg3K3BC0ddhD0GrtE3NPYRB0KsGaDH46nDyEW4BGdbZt6R2JJiJt8pEn8GhL8lsuuPM_Sgxva-zoWc/s1600/two+uncia+wt+byz+rom+tintin+6.13.20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="592" data-original-width="600" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_iLJSjpmU8o5cMcUkMXZ3pes8Zsaj4VhOvtKLSUJLNXeVH8JD-NcV6VaQeJGEeKg3K3BC0ddhD0GrtE3NPYRB0KsGaDH46nDyEW4BGdbZt6R2JJiJt8pEn8GhL8lsuuPM_Sgxva-zoWc/s320/two+uncia+wt+byz+rom+tintin+6.13.20.jpg" width="320" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Seller’s pic</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Pictures of I, II, III and IV VNCIA weights are below.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXNIWbbRdYgZReVgzlupA7OozCcsENy5eMR1vDTVhrX_5FoQIA-jSNESbSDIk40LWS1f1XeX81LCw5kGeif7HdbEFECdcJrO81f735jhTKkRXklU7GD9pfuA2l8_Crd6T8rt_Hm1U0wos/s1600/VNCIA+II+Brit+Museum.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="685" data-original-width="750" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXNIWbbRdYgZReVgzlupA7OozCcsENy5eMR1vDTVhrX_5FoQIA-jSNESbSDIk40LWS1f1XeX81LCw5kGeif7HdbEFECdcJrO81f735jhTKkRXklU7GD9pfuA2l8_Crd6T8rt_Hm1U0wos/s320/VNCIA+II+Brit+Museum.jpg" width="320" /></a></div>
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" 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" /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">3 VNCI weight, rrd collection</span></div>
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gj2b6RQ1cpUJykLQ3zY9PF3GEKxer6+kM7PT6QfmPqBqiP5seHyxrHag6iWWsRxhGgSR6D7c4bzFSTCC8AahOIRPslG+QRTuMawhJMQPcEfbxyfqfXWdE0WK1Mm2X7nD/sd5fr+jVqL8OLvLuorlMtYKJWCpSr2o6MCgIAGwH4YcLHtKJcZVax2lgKmioUaqS2cBq7pVrWEpnrKqLtQtimUbbqb1aVwASDwjTdRgDZQeALWYM1XGazmF4Yd7CtTa6Ng4YsL3mMFSQQBq43gojnjKRbmCRfFPS4EUql3gAVM5di/qlekgKpC2L9SVKnkObXAI9K8O4cAg9Di9hEpABZVp0LOKwSqYtROlwJW+IJPzRe8BsDySAZzsIx5T85KLslgDsFF7l0+pR+eYntCMq4elAwsYAZqlXp6l2RdOyFNXNztJZnSkPNZ2vkU7dbwgoK6tSRdBprLZaStWoaby2S0pUKGgayLD7xBat8hwJnddqtSsfqx7t3A1YNa9fOB2AGAnTiQbixiKxdEC39zVauWXBSKT+gmVKoBC6oBRT0q9A07pPs1qGg9IDVh7erePibpI+1798iAqQHoFLiKNyi/goUlLEZhqgggan6BVa0w8XzJU8IItuVPr0nhndPUVyg0lrAE+1ZCOFGEQlW+vAu4T6Qcxcu5dloqgKhW969Sq/K4msfF1Fw5l45I1b1Lksc24+xeqXtMIIIKZpzdR0p4kufOUlPtlRzAyj6hawvp4DFClEfSp1DxO+2llu1WQQGmQRgYJswZwh3087tQsPqpNQeps4YJcBSqnpTn0vXlqbS8uyutSfcNsAZzqKvUEma9MZxfV/IzaUER5wwD0pjhK5OptYjeoXaUx5oUakr4Vx21TSV2C7jGeDzBJ+EkKdQYa5wYcpo/2AyAzRBo/K1qZYBlCjCMwAK4fgLXTHsFETqAdat6VQJYJVvsIGBNEV5Ms2aAxYjUUSRTkGGCbEqVSoHThWLNANaUgkVKON5sqq9mwRpArQaAq5+4vRe4eoGrO/8dhTqKxWrNJtbVmB0bWP/pPgnWHWwgNuTVVSl/yacrylOCSilYZapYgFVAbaVQpV/bD2BHjYi9AKtYgP0rIuAwoHoPWNRjhVjHojdYQ0ArRAVnraKen0HcnkLc/onw4uW5ffLw+E65f3ib3DqwVa7/yfbEAXl085K8fHBD7lw6KRdP7JeTB7bJsf1b5czRXXL13GF5cO2c3Lt8Wu5cOSUPbpyRx1xkKa8fSB4XfRGq8g2H0aq1FUBN4CKGWkqkr6lABmiLdNfkoGQZhB9YQeoEhaodu9PMhdSM5WlSoL5SR2FDa1CNui+vsICa8pHo6QKaKoKG6nf83ggrVKUUrFpAqHhzR5q+PDeOF6E+tW8fSTWKpopVBVgVr25LGale3bt7Rp1VfI9EEIUpvsOHDMqVBxQFgFL+7LZRl+Xy35V3+yxRPIHH3UuSfQk1v0t0DoC5xO1FN7CQvCYTkHIvHTJsYB4qpoqlqWA5wOacoa4CqKzjWwFsi1Q+wEZ+fkpJkIRSpUgvUA3wOxhS1dGSiGt/iPbCKHANYod7aEEM8rvp5/fS9/UlyvVGugGn4/MjQ7UGc95KV+oz6ct6hW3k/IyXQHUPCB8pWKQbhRRf/EFGkUUDKgULhZqmOP6h0ODrJwBpEq8+XQtMNeT6ChZ/KAVrWuHjnBn+gH+1Yfk6TNG7JoTaz9KlMfv3Hqxhr9Zc1fKdmusHsfsMCqYKNIViKUAzwDLVTn2FWmkUP6M1mALF/iS2cYrH0yjXJOeqJRwleh/GCo5QX6li9QNWfyUJl4JVTrIDXN3FfOLko1iEGC2GDXxELIx1QbFqPlJfaaQODMZ6q7USvSlUpuTZWcA6ZySBClXqlT2SffeoEWzko3AFCiGxfCkpYvmnW1L26bbkAVcaSveWeuoWRfPZg5vkyO71smdromxMXCZrVy2V5UsWSWx0mCxaFCHRrNjFMRK7NE6iY6MkKiZa4hfHSVxMhESG+Ut0dJDExOq5wRKj+1FhEh0RJCFBPhIa4iehoX4SFx0qy2IjJDEhTrasXSaH+HlnAPbRzXPygfomLwWVJuRoJ0lUi9hFXdXD6uTvrT2qRqCqR6k0Rq8nnKj7/FKqUamqpOf0qtjHntbxuAZYqoC49v1jw+ppLaVJoKpVOeA0oGrlr+8YMNVg/Spesk/QUKY11bPrUopSaY1V9AirTSqoyWD+DSzylSO0IE7QywMsel4lxOh5d3AD97TPdVuKsXw5wFROUFFK/yr/2kmpfkhbA7gyzu4n/bsklXfPSxa2uoykUdUr/zLtjJPbsYLbJPPYJskjvKh6cZMyQEsDrhP+23sATFPAfhTbcG7Y7cFsLYtoTfAB04sd7gWqLj4wtM7qT3slnZ8es0+thf1r+8J19PGe9GEPR3LeSQsq1vbxgQxlvKbGAqpBSB3hE0zt3ixYIyQkqkhTgDNFWDFFXTXDUoCm60gHqbcmefy9ETuIJZnC908TxU81s22hH6WAoUo/AehffShYX53Rx9Je1o/eWiDDIvaiXqyZXmwhFm8SoIxggnBikqBipkObwjSH2WqjWFPDCZbawAnWOGANE7kPN2XLiGEFqa9qiJOBq1utIKuvnACAAKMt/xUNT7y7RuxApWDV0gSuBopZsCreUWijNKVYvKLHNHexgEWPTpEEHkatSO+uETDcwwqiZMWvuWCS7ko+9dmXJ+flCfXRxWM75ci+9bJ13TKJjwmX8PAgCYsMlrCoULa6wiQ8MlwiIvS5MImKjpAIQAnnuXBAi14UJfHxsZKQsETiFkWywiU+LppzgiUqKkQW8T6REcEGUJHhAbIogmORLECLDA2Q6LAgiQoFxrAACQv0kvAgL4mPCpItiQlyeNcmObF/h9y/clqSX9xH3d5INSFEM+lYM5/O9UTojazqj08NkKpRqCrqHI3Udb/x0ysTXO+eYvmeYZvvkpIS9GDvFJri56hR0mMDLN2veX/f6F8VaHjx6g4OgLqLWqv8BUkfMXgxalV6/xw1FJYYxckg4cu/o8epv+5epml+kRYF9g6YtLbKu35Gap7zM+/QwiDEqH18lR7WMdTqsNTz3iU3T0nG6d2Ahb28dVqyqVtzCCwysYLpxzZK7oW9fCA8kJ5iLHVphlFj9VD69NEj7M1+T1jxUbrSXks3IHVTZ3aiUP1pNL/5UOoDKAVLraBawjFAVLVq+/yQ855KD5H7tw80ud/f4dwX1GPPZI6qlKrWCIBpZq9bXaMUdpqajBHvTlA0T9VyodcSGLDVuF3VaRo1+6HNYuzGj2aSvVaA0jCCyYxxIBtv5PxmVIgk8CdKpXD97NdGMfVXLyrWrwqGTVTl6kGNAGicpG/cSAD5mQA23kx/4RtAsz8DeJOtv57Xfc4fbc6TUZ3AoFE8VEfDjukLVS4Fq5s+Vi+rC8VqJW5vy31FLUFypcHFV+LhZIpiFKucqL0SS1f1nv3XeqHQ8H2MRyekyL9/gtqIJO/GAZrChyT34WlJ4djLG0dQpANyYt8W2bI+QVYsj5EVy1gJMZKAIsXFRUlsXCQKFGkAFQFUoYAQAkQRAKUQLUKVdEWhNpGoziLOjWEtXhJjvD6K14TxmiCUKTI6xIAqDIBCgv2By1/CASgyEpiASyGOCg8GsmCJQOmiAC8WIONjwmRZPMACbgyQLwXUJfzMhPho2b5ulVw9vFdeXzsrGQQH9di+hqSX2KVXpH+qVtRPAKhJYAO2UOusWsKLOkCrIOUr5uIuJVQoBp5i4FKYSoCqkEhdlasUG1dG9F73kUkMjlf8Uq5sbFrZM1oZT7B4V49I6rk/aTkclExqzGxUNusGNu42odET1OrBVcmkIZwHMJX8nDygKVKL+OCiEWAUkSpWs599np7gGa2vAAslyzmzw1CrtCObJeP4NtHz6j5RJ3G99xenUR6gVAhKP9seaqhe+nTdgNVLWNOT9pIUUC3gW+lGrVSpeukrdvD6vtSXMsg57Z+A6gsBRiaBWNIDqSMU+fb+Ls8/l3ZUa85YCfZPlYpu/ghrgCJuEHkcIZIdxT6MsBQuBWoKsCZ0S7P4B/BoaDHTTJoHWD8JJ/6iZvoXoPyNUk0BlMI12kAkzlLAjPACO/gXQP0cIIrvBzD2vzPiNKNpHyNMYwY4OrLE0j4V0IyiSLqvSeA4kI0zcTHRRh+LyYwRHhuKpWDVpxm9rAGmL3poEndpfQVYnQoW9VUbcDXncJGkKVT3gQo/j+KUYwW1EVzJftkbxmeweUVPSPZQq4KHfKLePiyfr+6Tx1i7c9RD2zetkjWr42V5QqysWrkUqBbL6tWsVYs5FofisDgWt3iRBHPBB4QFSki4CapgwApBfcKjww3FikaVVLUi2UYaqhVu2MMgAPIP9JEgIAphPxxVCgcaXQpSFO8TDWxRKFI4EIUBUzjnBQf6snwkOMhXIsMDOS9IInheYQsP8ZXQQG9jq/vhnLMIKxnDc2viI+TgxtVy5+if8uU+CSd2r06bwQQa1QClYNWyreJ4PWBVY/VKn/O7A5gi6ijtwRUBS95DQh0e61hTJSFH2Wt6WoQYqlwaXuSjcnlYQbWEhShWmrYaqJO+nt8v6drYpbbKIlIv0kYxQUkxYUUGylSgMD66KLmAVXKX57F8mdoEJqov4zXpJIOF147S39L4nUDjxGbJPL5FUo9sZJzpAD0y/k3UgtoA7ykkuACqIU3wAKgHxeolAe0jqOgBml5AGiS4aEl6ZChUpwYWqJ2C1QM4rR/vS9Pb21hEQPvKoAF1lQYaHVjDVoKLhlc3Zc4Ibz5KA3EUkNT+DVLIaUGnzbIxFGuEpcplqBZ2b7IeuLCH3xWsNuojJi90+5O6SgOJn4DzN+qkaeB3DSvaSlGTfPpNecZ2Aps4oz0toPo5iHoB2I8+zsUOTnfRJP5lB7VvpUsVS8eWdKtAjTSgYIA2CVgT1FdDpIJDRO4j9LL6Uaw+goterGAX9VVHyQf6Nh+kHbCaAauZ6Ysm7GAdNrD6C3UBIBVTJ5Vpc5gmcQX9LIWshNAhgxm/t1cPy80T2+XEn4lycPdq2bppJSAlyNJl8bIUeJavXCzLVgATEC0Bsug4FCg2khppEfYvTHxRFR8udP8QIAkJlNCocAlDqULYhkZFABdWEJgigCxClQu10porLCwEqPwkIMhPgnltECv4F2BhgKp2UFeMQql2E+VS9Qrm/CCgCgzwNsAyHQfMEB9jhQNRFJCHApRCqAq2ZFEYahaCugVKdKivhAV4SmSIt6xFgS8d2SUfsWPF1FHfCEbqsInlWmMBVqXO8r3kg+nlTSl4fEVyucALuKgVnHKSvSZtFLMt5RxdeVi6YkBUwIoATNUrGxVJv0Bz3Ojj/SlZRohBZI4VLKKfVUpQkkdwkU5TuPA+gRJ1lSpWKSli7lXGwQComp9ddOOUpKNWOh9YepNAAxuYrlAdAy56WOUAXP+O6Q76cb24sU7qSlUrra86qYd6UJ1uVSpWB7F6j6rTZ+ZJAauXx22EES0fHqBGDBkAlqZ+avdGtHeloKFeA9RZeqyBD4x6Batf+1YkfsO6UK9haq1BwBrAFhpWsOLfYE3T7VewJlGsGVUgVGqGVO97O2ApSCSAMwQTppidLSmh1lnan5oiPh/HPo5Rg40D24S+tpueFiNOP/q01gIsVGtaQwws3gS9LKMprEBpAxjlGv8GZApRPYOQ2rvi8TDPDTWgrKy+GiQeqHoJLxSsdtRK4WotIjamxmpmNeVQN3xFrWgMlwJU0esrhnKpLSxi6iKJT8brp/bKwb2bZNOG1bJq9XJZuWaZrFmzVBKpVVaxvxKVWr5iCTARMgDR4qWxsmhxtEQSPiyKXSQxcTESGBYsAaFBBlCBqFWAPg4PZRsivsHB4h3oL/48H4R9C2QFhAaKP/B4+3uLh4+H+AX4SiAwBgYDVjCKx/PBgGqsYFRJIQIQhSiE/VAFj+eD2A8JBkieCybgCOPcAFQqmG0o9VcY54T+epbvsSAAACAASURBVD6c/QiW1mWxkYESiypqfRZKfRbk746i+Ugs4G5HnR+cOSjZBAvlBBj1WMMKEj8NJcoAq5BQopQRo1LCinwi8xJCjXLqqhzUS2HSZYBFeJCPfSwErgKeSwOOzGv0Blkp9JxSgCwNiLIIK4qYvCh6dBP7fUEymLgoA8YCxpby1eph/bIIJ3QVE9lrT0vB0iHcAl6fcXKHpJ7YKl+PbmI28IBU83PrNA0kuGhHmVq0XiK46KA/1UmS10vapwlgD6FEJzWV2r7uL8+kN+W59PyKz7W+UhvYjN1tA7ihLGqxFGpPlKubZHCYx+0cbyId7aLumtNNIdZHz6onj8V+P9MXugZVyejeT9BHGQOuceqsmQYURRWL2koDiu8AousHUfrPbp2y0PGlOmMu8EcHkKFkhv3rNo0wKYSa7E3QpxoDtNGWQra8HyGE0Zci7ftOiKFhhdZZBlhqB9UKKliGajHbhYINa1hBEthXh31lq4/7qa16gEoVq5Maq72EmB2wWgoYySERbMpheiDzCdPrJFafiNk1yWOCPZu66gW+/Dj10rr1a4BnpaxeizqtWS5r1q5grZQVq6ijdAFawoqlshioomKjUSlgol5ZRLKnahQaFQksYUCjsAQb8PgBiE+Qv3gBkwLlAwR+IUEApscDja0vQPhx3MPPS5w9XcXNxxPAvMTHz1u8fD3Fh31PgPP290LJfA2o/Pw8xV8fA5cCpgAFAEMQEAWxVYAUMuPxL8BU0RS4UAXtF5h+fu4SwArjuKpaWLDaRQXWk3O8JcjHTYJ9XCUe+A5vTZQPVxkspraqpM6qYMi2BIgqPz7CRhPm0MAtBJ7c+wBBHF703BRs5GEVFcACLJnWYNkAkX6N8OHOaaZQjknK2b3y6dRO+QJcWXcuEoowaUGQkXFdU1kayKSO+QZYzAfyvplAVYAdLL7L+5zbL1m8roT+lfa1UonXvx7bwtosBaighic1SfQuST4bUKJvydxFQD3VDDRdQNYJMN2pNIBT6EElPUSpHgKPaVv/hrQTWNo+Ac1b6kU+SBQstYcN7+4w43ifpjF11mdaOO81IWSsiZnBOQpVH/NN3fjMDshtZ3UgiX3k+oNaf9GAHGNWUCd/NfmboeM/3QRUKM4P1nQrdRajTX91M2Dbq2DVo14kgMwPTgPdJHBNU3tN67ko2xRwTTBwOwFgk+yPE6+PkQAOY+m0XpoAtCnWGEAZt4e0qAX89xpjX8MKhau/DoVS6wdQA0xcqA3sqaQ5XPWViQSmCbCA7UxeqA2sz6LJyRhTI3F7A32sMhTrAz2Us4d2ytatG2RN4mpZRzG/JhGIVqJKhlKhVqtM+0uXL5W4pYslZkm8RABUOKldEOGCqlEQ9Y4viZw3CuQDMN4A460woTYKlHuAH8D4iqe/r3hgDb24oH2CAsSL43pMYfPG+nmx7+rtAVRe4u7jzfISDy8PAPMUT47r8vByBzYvgPIWP7Z+gOX/C6pAwFCIFC7dD1Zl4rEufewf4CWBRt0GLKiSASOvDw72MeqwcCyjt6ej+Hq7iJ+Xi7H193GREF4XFugJfG7i7e4gwV7OsjY2VG4f3SMFjB/VJL+Wai7YEq2bsGbFag2pgzJQF4VJa65ctXHApUutoIKVBRj5JISpVw7LF+xb0qldkkzdlEHNlEtPK4ttGiNNudhArc9ySATzgaqA980AoELeI//WCUkmDSwEzgLuGvh6YqekKFRHtpISMpGBNa2g56bTIWpP6z/pfCgzjoQSrahSK3VSLeA0YhWbqKN03KqK5LKBD4k6YK6mhmwEKAWugTqqiXqqQ1Us6TG3uTw0xpq60rRxflvakp/QWKbBz/NztIAbZsxlAM/Zk0dNgm9sxy92ZCKL2QAGeEM8P6j3/dC5n0axZphT+0Ft9RfTE9NtpHnA9Z1m5A/6Vj9QrB9ApqB9ZzZwinMmeH6CgGMC0BQqVasp7OF3TQSJ23VUaQRbN/hLhYbYjmD1Rr8RnADSGE3g/62xmjiui+cGmbhQqHqrWQDVhVoZilWJYmEFWzS0IGpvJLRo0DSQVDCLX8AD+iBH/9wu61Cj1QrUxkRDoVavXWUo0jJgWg5YK4BM9xejUItQqGh6TaFAFYwyBShU1FGBpHkKlQ/LX2sjlg+2zZsaxguwvFAhYws8CpIHoHkAkSf7+tgE1a/n/HzE3RegvL3EFaDcUSgP1ErBcgcqd6By83A14PLmmDfHvH3cDbh8/T3ZehoABQCNWkGFyQSU6TlfVTggmV1+/lhOLF9wsBc2ESgDPQx4An3dJACV8gEwXwDz83aWQKAK5Hx/jvujXt7uduLrZi8rqPNunCKRwwoWc1GWPmU0iQszlzGldNK7bKDIAapMelYZ2OxcLvQCFC0dh5BJjZVNzZRy6SBqtVs+ntwJWAcllZ5WGvF5OisVsLK1d8X7ZFBL5QNs3u3TDC8fkkK22gNLPkt/kfdIZ/v12DZJAaqUw1uI4o9gVe8QwqBQWZQD2LxmVgt1UzPWsE0Boy9V85rpeyxeI83rOoBSwNpQYLV1zYQ0nQohitXwFuVCmdqBsRHIdOJC5wUbga0R5dL9ls8mUOcMMnQ4VEZoQXgxWMTEQgGNVaxgT/4HZuuIIIGtX2+QK/zIvSrMEjJgOMmE+0wTUXsr6tVShGrpPVWke0xdTLO01lJbqKBpU3iGOkuVa7ylFCCAiDBjHCC/9/GaARbhhc4LjmoQocke1s7YNrDfhOVr4vE3YAMmAzhubtRAQxvDClaPEVhQlNIU7qygvgKs9nKGSQGri5sd25gVzHl3S66fPyjbdmyQ1etXs9bK+k0bZNW61bIMy7ds9TJZsWaFAdNygFoKUEtQrthlSyRicayEGEBFSgDBg294OOCEsqiVACoAxfKLCBUv1MoLtVJ4PAFKlcrNUCnd+hhAKVRuAaZ9T/YVLE/Ux4tjCpqC5QIwvtRkju6u4uLpJm7e7uLB1l333V0MuDwBz9MLBeE5tYk+AKjq5eOroLljBb0ByFN8gUQto0Kny9fPwzjHWwEBsgCUyNPLUby8nTjuyvNuEsTrQoAzCJCCOD8A1VK4fFEqXw8n6jI/o/7y9+Q1rg4SCIDLF4XI5f00Ywk7dDJDVcpYKFb2w4uSxqRFGgqjipWDTUylHsogbFDVSr4AWCd3SxJq8xHV+qIJIfVXxi+wcmkAK1hpvCaP90gHpiwSRFWur0T1mipmXThAncVoGGAlH9pkAKbqpkFKLZB8+8qHK2rViu1rQVG+AVQX6V+rJn6sNoBoQJmaObcHm6h2rx7b144yDZGMtvDfpGA1E6WrBfwGSL3UZM2qZMTs3VjKDsKLWqxj08eHWEFCCp3uHQAuvTGuV4MLLKAxoAh0xr09BBoKVi8zdwPFjH5UkRhyq8IYM4PjzKFNEkgYcAHQDGCpYqkt/A5c0zSDp0kJpwk1JqnFxqjNdK5t5Bt1GsHF935VLY3bUS7UbFQDCRRpCJiGGwCKpTVUP8ANANoA20HqKoVvkBTQpFjYv2qawoDVUQZc5agvCtbCvzXn8wO5DFCbtq2TxA2Jsm4ztm/zekkAqOUAtpiUb/EKkj4gWkoNtQSg4lcul2iACqHnE8YKiY4Sj+AgcQca38gI8QgJEdeAABYQBYeIO4+dA/zFzstTHLBwjj6+4uLvL04+PuLo5c3WWxyAxQkFcgYCJ29Ptp7ihAI5cdyFi9ydi9+VYw6eLmJPjeUCKA7ubuIESC48dkWpXDzYZ+vKY4XMy9sNe+hmQOfhpUqmx53Fk+UBBF7eCgqQsmah0mOeqJCruyPv6cjrXXjs+r9QmV7nbNRcCpbWXgqaLj/O9XK3RbGcJZjjvh4OLGfxdrMTN2drILOTlSSMl6lVU1Gnai6wYuxh9uNLksbjVEDJ1pqIWugLcGSjOGoJP3Obx0eF6vgOeX9ih3wgfEjmmMKXTsqndVsOqpVm9LlQuPPcz3aVG0Z5/IXQQhvM2QQYKSd2yefDm+XzgY2MNnHfFvZRQ5V64Kinl1YHNM3Yv0bdkvS1JnMc5Wkk8WtArRpRrXZVMZ7XW1sULA0xelhaW30jDdTJeFWnAURHb3hUqNqSaRJTW+l+E8+1oGqARW3C6ide7+V2Y+PuUyzfUHW2DFUxKlStvSyUg1H5wRIGFbloRypRuQrsoe4zPT3WoBPmAIbFm+5ggh2I9KbGH0xZfDfAqpUpwo2p7iqZpN4aIVEcBqxRQJokGZzSxWjTBMO4OqY0QT9rnDh9VOcAWWr5+oGpv5YaqopbynVcqcoUUqj9U4VSkNQG9hFc9AB+Ef2F86cPyar1a2QZtdPaLetl5YY1shRVWkI4EQdAMWrxllE3AVHMsqUSQf0UHh+H1Vsk/gDkpQleRBhqEyguAUHiEhQkriR6LoGB4uyHIgGU7rsEBYsXKuYCXC4A5wRU7iiaPufk5yf2WDsbNxexBQp7Dw+x83ATO+CwBRpbVMkR4By4QG359Ld1dRIbY/GY19i5OwOYqzjxWicFS6FDqVyBw93dCUCcxMUNSH5tXVwdxZ33ckVZ3Dim8Pn4mlRqFiofQFawnLFyupxcbcWF2skdBdLXugOclxdqhEr5+aJWLB9Uy4v6y8fTQbx53tvDHsjs2TqwtRMPFxtxd7YVT2d7CeY91seFyJ0TTD9QoxS+vCaZ3PiZhu3L4HaP5MuHJAmFycIKZgGZARZWUFVLwdKVdHqvJANLGvYv9z7tD+YiM3l9FiqVcpE+FYr19dwB+cxr1A5qgPEJ+/fxz/WSdAiwuLO4ACDVCqqCVtCwrlOAqLcqif91ZrEOhdLVAFA1fAAoYM1AqHVWPerUxPrG8zVAVvX8Gnc23+bOZlSM1G8gl5s+OV9foxZQgWogvFAraCiW3rY9UMbdpihXN8rUSR+rD5CGGVsaquPCZnRplIHOUdRprFa/F4DGMRfuMLfuDwHYKMfGAWu0Xu+L0uYtUXmrjiHRw6JfpVbwO+o13YNqKVjUXWMEF2OqTpw3oskgKeGEMb1ezvOEGsA1Tj9rlGRwjF7VmDG2RE0FXApUTxnfwaCjSmXEp6W6GLYlsFCgSvC91y4el01bNsjytWskcdN6E1So0zLSvWXrV8kStlEAZawEtkvjsXoxEhQTK4ExMYbV8wAg95BQcQcmhcMZSNzDgEzVScEKDDKWIxB5RUSIJ2B5hpqet/f1EQde4+DrK/aoli1KZuXqDDCuYs2ydHYUaxdnsXZzFQeec/Ty4rijWLrYiw3HFTg7lsJoDWT62BFAnFAbF9TFBVVzUXgAysUNuFjOQGlagMXzuhQsN1UmlgKjiqaguQGds5uDAZMLYEVE69gV/z2u9sZr3Hle4fIAGm9sYoCfC/UXCunFY+DzAzIfTxNUJrB4HYrl6mQjHvw7fPh5Hk6WEoCSrVscIY+xa3nPSQKxgGnUT5+poz5i376S7KXR1FWwPp3eh/rsNaB6d3w7lnA3FvGQUWtl0bdKRZ00dk8HzK/cgp9x+YgkHUOhTu6STBQrhfrsExbw/f618oXwIpM6uojksgaoyqmhFKwGJturCSQqX96Qao5VA1M9gGmNpTdgKlx1epwRqRqa3fUa01MvVj7j1n+gqnutz9/C9jHsDFDVAKggKpgVTJ4oUC3UbvXUaHPUAg5WYLf05jgsYAdwdaBc/ZXYMeAa5daDkToCBKCZaCL6riM4QKWGq4CPodxJ6qXvOsakt3BgCccUFNYofaiRb8CBOk1gAacIN6aYalfFGichHKPGUrhGeM0I5ypcUz1lJrAYup1ijTFZMUpiOLuGNQk0pipQLcKJTsDqolel40sVac/k1qXjsmHTWgBabQClUK3G/q0glFCbl4BaLU5cIZFAFb4kVkKZywum5+SP1fOPjjZUxwM4PENRH8Bx0oXdc0SFbP0BhWjcQVO/uFjxRtWcOW7tCRTUOwuxbRaubmLl4Sk2gLLQzY3lznM8zzErgLICBEsuPEsXJ8Mm2vC8La+zATCFzRk76EHgYQAFLNYsK4CzAxInaidb4LDnsSMXriNbB15jj0I4uNgZUDk62xnKpfZQFczVgI3nURJnoHXiPCeF19FGnBU2VM+B13hh+SIZ9PUJICDBRs6C5Q48ClcgoYavHxbTyx6otNbCQmIJPVEqN5TKzZmlWxdrcUf9PFiujtbAZSMu9hYSCGBH1iXIO0DJBZIUoFCwkgkcUugzJZ3ZJ5/P/on922+A9ZYRpHdqC4ErhVorHdVKJohIxf6lAFUaapVGXfb+6Db5zDlpgPmF8z8e3GCApfe35XI3cRkQmYaBuUNc9wkjdFtLgKVQVaM+mgiWA1EVylpPcFGD5avCQlYCmkKmStUATDpRoZBpo7iFOquKD4raN/p6oKVPV8+USQdxfjP3p+m9Z3O6UahekkEFS+887QauXhSsl5i9F+AGua9nGOUaa6JhixqNN+kMoEnFhrGJekxv/5hhTWHlZte4KlIzMToTF8PMDA5h/YY1uCDsUKgmmB8cB6ZRgBxlsHYUhdKh2knSwklDvUgQeTxK9K7gDTET2E9Y0QNYXZVqBZnAr0+VpuzX8oKkaOfODdRQa2WNwgRcKwFq1YZ1hmppLbVk9SqJpZYKYjIikN5TYHyM+ERRO9FzUrVxVytHveQWEiYeYREGVLbYPUtvb7EADDtUyjYwQOwBy5VelT3n2qJKZi4uMt/ZSczZWmHzbKipFCRLdw+x9GSrYPEeVu7uQOUiC5y4WInio1csQ42A0dEB9XIxYFOQ7LF5BmxYQH1si/3TpcetAVNtoitJoD3QWAOINRewtYOV2LK1d7AWO47pcgQ4F85xdLIVex47ONkBoR3n24qlvbXYONiILccc9BxUS+F0RY3cUCpVOaNOU/hQNncsnyeQ+QCVWkAPVxNMLi4Ai1K5A447oLk4WYk77+PJ69Qu+qji8d5enOfNvy0uwF2u79lA8keSh2p9xRJ+AoJ31EYfUaxPwKY28C0BxJujW+UNgCl0X6iRky8elk9Yvy/AmUHt9YWpdgUrha2ClYQNfLM/UT4c2CCp1GA59/QLfrTGokFNgFLOthJoKlEZjcY1Uq9CuaqY8St7esUAqhboymgVVHC+9q60rqrmPRoVOMCrJJCp4XE5ze1SxrIqXwAg71HJezczsNzCrTt6p3QTwcecdrxiBymgfjdCN7G6flfCcA3Rdy3fp4AiDaBO+p0KIyjXJHBMoELj30xwjaj9Y19DB238TgOFrimgmUKV9JipEVwsg435BBDcyVrP9zUwOzgIKMOMKA3Tu1JlUogmuDVknNeMEr9PMIGhjxW8YRRQz+8hrOgiAexn0LavLkO+4mkPMLG9iT7Ulh1bZf3mTbJcUz61fUToy0n+VgJa7OoVErF0qYSiNEuouSIAzIsayhNA3LFxvrGx4sFjZxTJKZA0LihMrLx9ZJ6Tk/zu5Czm7gQNYeFiRS/KlVEkW5TMwttX7KitLFCs+SiHGXDZUEs5EFzYeHrLAqBRsGyxgtYct0CVzHk/Mwc7sXB2YDmKhZOjLGRr6eLA1h7o7GQB6mKLQi3k2Hw7K2o6P7GmxrJC5exRGFs3tZRApZBwrg1qYcOFa+VkDVxWYm2vy9qAx7RvBUS6OO8XVJZ2lmLFMWs9hqq4EZ87omTWthZiY7cQGLF0wOEBHAqVm4YTLE9A8SSg8HSjnkKhXPnZToBlWEZSRTcDNFSK5zz0PIWMpQrmxTE/N1sJZu2IC5dnx3cTXpxBpQ4A1k55h6V7y3rDCNlbhYo1awk/0o/6cIrFVnteaSjeO+5l03g+GxVLBr631FZvGT37rMdu6l3bXPxc8EUoTwFJpE7glzxh3AoFqgIYVakK9kuf8AVArCogKaeWKld4gK+G1+qX11TxmgogKiHVLOexfsNUBasaMNVC1tB8ruMrCL4xh1hDs7zu3QMjeZyjdVV7HneQag+LVFC/9We4nhk81iBzeUPAM0h9NVSjdRQQAMgYqjXxTW/toBbSL3cBrHH2FaRJVMto/tKzmtKGsPayqLUmsIGqVgO8Z38d40eA0Yet1McDKOAItdQk9k9BGlJryPupVVSohrGLg6hfP1Z0iFVFZ/vSuSP0n9bKBmqp7bu3y/qtG1Gn1aR9BBTAtUhTvrXrZNWWzRKC5QuihvIBosXrNkjQ0gRxQZXco6LFJ26J+C9OEGfqpwWe7gZQNn7BYhsQIo7ANM/FA3hI9iIiZQGQWBFQWPljAdUi8rwFaqSv+8PJQcywe/bUXGodLT09DDXTrQLmqv0t1NKRBrELds8C5VG4FCwLLmoLwDJzsDXgssLGzbPlwke1vBi41aBDLaEl51iieNZcrPaqZCjYQoCy5mJ1xca5kP5Z2lqiRKgSawH7C4DIAtgsrNnaWImlnbUs5Lgl0FophADmSoLoDEQOgOKA8ulyRH2cDXBQIeByBSwXQHZTUABILZ+jo6U4AbMTW4XJhWNO+jqWC8ddWW7sa7DhYaSGtqSI2En+zXGBnnJh10ZJQm0+0uD9gKV7C2Cvj22VlyR7r1iv6Ue9ObJF3qFM7wHx05kDRjT/HoV7wzGN5lMB8z3nqFq93bcWa4gNZKyqiLuOS7n4C4BBl0JVAhClbHWpSpUDm45KqWrpKua41k1qCcs4t9xY3E0OVBVP+Po17GMlQGrj+Btf8VYLWCaomPinllNb2USM30idNaePxm8vSqWq1UYPqx1b2IdiDVBfKVgj1FYjKM0ISjMCECPc6DiM4oxzwetExQz3VWlUrg1fhWp26SzgBGBNAtUUt4hM99ZRQ1XLGGo2hH0cBCZ9f119zP716O0ezAEO8fP0uRGUUEeehoBqCKjUOvZTryUxo7Zn7zZZB0jbdm6T9Vs2EZ9vNOzfEvpP0UxIxGCzopYnSNjixQZQgSiSPzWRWj5HFMklPEJcI6LENTKaFYMChYlNQLCYe/qIudZI/sHiHAWIy1eIa3QsQPmKG2rngKq58j4OzPzZEGrYYgftSf9sgOy/7OzlP625mLGAC7F981Ajc4KI+SjNQg/qI4IMC5K9gMVRYkdP6x821vKHnSqUKhaq6GgCywJwFLC5AGEOHKa6zB4AbWU+QMyzXQhMAKGqharNs1kgZnYWsgBIFtialMoWtbBFcawB1hJVUsAW2tsAlLVY8PoFKJMFymQDQDYKJgCoHXQivLDnsZ2DpaFcqmC2dgsMyOztF7K/EIUCGGopZ2ByJKBwdFwoDg4LsYHAqMdYag8VNlf+ne6c7wGgHvz7Pfnv8VZbCGg+rGCSyG2Lw+TRoc1YvQPyEVv4hnGkF4c3yXOCiBccf31oq7w9otZwByq1C6uIsh1jn8efVMVO7ZRXf66Tl7tXyuu9iTSLD9CQZvoDsDRuL2CusAQoioFEb7DUbTHxfwU1kqqW3r5S+4bRNgKKMkBrIHjQ2ksn6RWuYhrdJQ/5liiOVWIHy59dIZanNwZcagEbPxBeAJnWb82MTTUxAV9PiDFHvxqrh2/36SIdbKPeascS9tXoQCvKQiI4rLd+6GQ6F7wutYRDPNaLXuHRpE/vp5omLjeg0nlAIJgkdtf4fALFmgS+SZrFEySD48A1Tr9rBKUbRpmGgWaAAdpebF5PTSrJHreVV9NXo54aALR+fqbWa12MU92+fUk2bN8oe/bvkX2H9kji5nWymOg8dtVyiUGhwhk5WrRypSxasULCsH6BcfHUUQCFUnkBUuCSpeLHckZ9HEKxdMFhYseyCQ5HgVCGoFCx9gvE8gWLUyQAoWgLsX32vD6SZnIwihi9ZYu4U5/ZhYWKY2SkeHK3rxc/1xVF1BW4apVhHf+wx9pRU80DLHNsoO7/4WAvc6mp/okd/I0L/Xcs23x7VSkHmYtCLcCqqXItABgLtYKcMx8wFgKIWkVz6pR5NhYy18YcwCzEHPjm6T5wzbNmWS2Q+TaAozUUr7En7FCwFqJOlrx2Ac+Zc46ZpTn7FhxXS6j1FgslswVOGwCyZlnaLhArgLVha837z24dACmAGcKAIBrMgYQq2EYFSYGyJ6iw47UKoT2vdQJQVwMwFE3VC5C9AMwb1fMF/kDCDw02FlN7nd2+Qt4TXrw+tl1eAtUraqaX3H396gCQ/QlkBzcbFlFDjbekhm8PbzWCiw/UY892r5JnO5bL6wPrCEMOSSZ3E5sGfbnNhP6ZApWH6hQAiQEXjxWQol/Q6XedKHD6RTcaw5eiZvqNvSUKIq/RoELrsRIsZQ2WUaP4CmyjJosKld4Co9PzDQBVx1LVmqNfmdVDdN5VlmpA1cVkxZDWQijWQJ0peBjB/o2qBdSUjzprDJs3TsCg9ZCmfFOdwDOrVrrPMeMxKqZgTagVpI81rgv1GlPlAq5xzhvF8g3pOJMmfowy9RDnd+q/B7gUtm5gy2IO7fjJQ4C0Xnbs3SXbdu2QFYQTavd0RdKDiiOcWEp4EQJQ/rHx4h8TTzARKW4A5AYYoStXSczmreK7bIU4AJYtUbodVs45WoGIF0sFK4QQIyZOrAJDxAIFc+Q5l7g4Vow4cYuHI/WVL+BGbtsk/qtWilfCUnFiZtBvZYJEbdsoiacOScyubbLQV0MPL5TJDwV0l7kabrhTYwGYqpkNo0sWROh/YMN+Q0F+BypzRzuZBxC2ROrWJHOaHqpymQGGBfWU1lyWLtRyQDCXC32BgkIoMQ8V0cdzrRUwlrWFmLEUJIVrIVtzFMsMoMyBz5znFC5zK7bsWwCbNVBZ82+w4TwFS+ssO/t/q5YNENrw79RlDWi2DhbE/TbGxIYLaqRW0RkFsuN1tobKARhK5wRoLpzrYGsmDvoY2Fx5Xy9NInmdF1AG0RcLxMoGYSO3L42Sp0e3y2e+D0TheU6j9+metfJwd6I82pMIZBsJLLaiYijZQfaxiq/3rZOnO1bIY8B6hyVMIT3M0rEn7F+m3rPF6FTuHUapWPnE/QqYzifqyuO8EuqrYv1K8Id815FssgAAIABJREFU7TUAFT3GOj7i66/ZL2a/BOWqfU0Awr7etqJKpbf4a6pYC4QKlYYiCmQ9sXsdiWEdPS0DLIWrC+VSuLoIL/qxe/o9dGrLRqilDFsGUBqdjzK+pL2oSaYlJlGqSZRqApjGVaU0zUOdJjimvapxBcuA6t9gjdEwHmMSQ5VrAsgULrV6gwzWKmD91HQ9KKZaxPaqdHnMMOb2HVtk47YtsoELet3WTdROqyUSqxfBiloOXFi/eHpWAfHxQBSJzYsW51CgQqVcgMtn8RLxBjinaFQIa+cau5jHy1CcaLHFFnonLBN3PYetS2ycuMYvFjfqMC8gitu7V7xXrhBfVNGD+648ie1dEpgZ3LJRYnbvFA+ie+/lS8Rv1TJZffSguMctFgvtbaFkCTt2iO/ieBTQR34Hrnn0pexJFgMTlohHbLT8p5WZ/IfFPPknF7cZFnABNZNDgDcW0A7QsH6GomHfUKvZZQZMZijBQrWJgLYAFZjPxWwoFqAoWPMBzQwIzHlfC9RKraAJLJRKwfq/i3MttZ7jHGuFBxVT5VKw1BLaAprCYsOyBjBdlkBsyb/dynK+WFnN45gZ56ttBEjeQ+2jguVgj41kOfOcM3bREbCcOceF93XjQ8WDf7sqlz+qFYAV9Qe29bHB8libxCjR873r5cmuRHm4Y7U82LFKHu9aI0/3rmUlygvs36v9PI/SPdq6TB5tX0Ydtt2I4zOBKBto0ul9aUM5h5BEpzxUvXLuMFYFXDlMgBQCkAYXeff1G461Ec0597iREogUrPx7Z/jiVeBCvYoAVVWqQu0gWwWpGvtX+UutFCpdtRrL8z0Y/wcshliBS7+bTlWjm4ZrP+GC9qLGAGqcZu4YaxSIJgxrB0AM0U4CxyRbtXdaQ0331RnWbxRgRgBrlEbxCLXWKM8bUPXVolosbOGYqhf12TDx+wBw9QFyD81o7W3V5H6SkyeOyOYd22XH7l2EE5tl1aZ1ErdmtURh9UJRi0i2i7Be0atWiA+1j9eieAKJGPGkyeuB2jiFRoljOPAAmZkf/SGg80hYDgirUZy1YofdU7CC1q2TTefOin/iavFcBqi7dsuq48ckeNNGsQc0H35m9J4d4k+iGLZ9i0QDVASQ+/BzvVDLqF1bJZDn/AHRh9f7ALsrdZ07dZk7amfP3J+FzgBGoXjYxgAg9AZIMxTsN1sbbCEqBCjWxOjmADYfBVG47IjYFTBVLV3mrHkKCp/0FtQ05rrPay04Z4E+Z416oUQK2SxYCpcZjxfwnGnpPjUZx3WriqWBhyXnWPLYkvOs2FqhTAqTDVDYA4EtwKlyWVmZiwVAWVoClsJlDVzWujXjfHOUCbh+gWXUZ1p/AZIzoDoBqQvv5UJt5gJU7uy7oaguqmI8DibuDwKyGBrQp9ctlZd/oli718hDgHoAYA92st2Jeu1ajZKtwQKulsfblsvDLQnyjGNvsZGfsYIKVSZAZd7kK+eAKev2KWMmUecSdSlcuXw9mqpVId/clMn35+fc5rv12VfIih+ZFKyI2qoYO1iA0pVoDA9U2kguxxZWKVQoldrBWah0EqNeZwkZ2J3TzWiSYQX5Ns8OVhc1Tg8RuwEXgPUSWAzRBNbwQIOICdRmguHZCQZnTWAxQMt3WOhSBdLnp7g7eJJzxpgFVGh6qcl6NbBQuPrrDLBGAWsEEEd5zxHeux9LOKipIcr4+d1D2bt/t2zeCVR7dso6Aoql6xINdYrgoo3G1oWhUiHLl0swjwOXJaAAceKHygStXIOdi6d2ChWHYOxbJAq1eJnYUmu5YwODSAWdURVn6i9Pwgm/1cTvqGHk9q3ipz9j1w5ZefKkRGzfLkHrN4g/0MUfOCCBQOaxYrmhYiEbN4kfENpwy4h9NJE9I1G+NJ69uAHSj2hfwXKJpfHMvjfP2XA7iR+WNYB6MHr7ZokkyXThbuEFTF3YoWALmR20ZiA3dudmCVgWK79h6X7jotX4XYFSmP4g0ZsHAHO5uLW2suCCnI86mHHMDBDnozrzrBb+UiyOKVCca6gXWwMmnrcwADOplsKl0ftCADKBtUAWAs5CajALtpbAYk8AoRbQCvB0qVItBKzZZYV6mZ4zE2vrecBnjsJhF4HMUC1UyoHHjvwMZwXs1zIAAyjdajNZIfOkDlNrqKlhIHXbnqVh8hRVeoZC3d+5Uu5uXS73t66QB6jUE0B6ptCpYm1fLq906oJeWNIl5ghRKB2F0gn5zDtMawBWBkutod61nIN65aFY+ffPcoxvibp93ICpCDtYwP/9JZ+vBVcFU8CKje/hJ+zgi3DKAKuEiL76HX0tWj2VNIdrVKmoq2p5XEOo0fBZwSK8MKCipung/0ahq1vBom/VQ8TeTR9LQdPtMBe9AdBQg0wO1cskt9VrvaSWTiEywaRA1cok8EwaoNXIMKo1gJ3sAa5ulG8QxRvqqpJh1gh3GI/weBhrOcYwbj8T8I/u3ZC1qNPmXbtkE8qwnNBgCf2ouLVrZcm6tRKbuEZi1iRK6IqV4oFC+RKV+2LrvH7ZOaeoWGokBSpa3IHNP3GdRKNAYVu3S8yefRK8cbN4r1ojnqhdACAtAtzwrVvFEdACNm5AkbYZcPmuTeTcjRK3f5/487M9qal8Vq+WBfSuvAHSbUk8UEWLC5ZPlctQsMTl7C9DFZdgJRdLGDVfIDA5RPH9FlhYf9oA3ljKcHprnkvjZT4TG5YomSpaINP1m84fl6gt68SS2cG5XIB/cEH/09JC/rHQXP7T3Ez+UEXCuiks5goTYOgyA6r5NpYyn+fNiNXNgdBUQ3EeF/psLbUAsMwtUTMNMABHn7NQ2wgoFiiQsRYqNAoPtpF903HTsVmwLBbOE10Kl4JmqRAa27lizdaG97QDStPSfVSPY2oFVbWcUDUHlFCXE8ApVF7A5AnEnoQdgUT/YcwpBrhYyZZFQUC1GqAS5PamJXJr8xK5s22ZPKHmerprrTwANIXrNX2tD0xjvGUG8Qs3N35ldEqXDvymc8+WsUWZMjmWwVJrmIVKpXHM9HXgBB3YwFy1hbplqVXU/x1TBYGFBhv6HR9lqFUtNVQ1M4SVNJpr2Nel+1XvUC++q7KOZVjBDr732wSWRu18F3gtEw6/4DK2BAnacxrV7/YbJDYfbjTW5EC9jAHVKFZQbZ0qlkI2AVTjurCMo0AzjC3sozbrwlZ2KWQA1t9G7E5vaxirOM4XyvQQiNzkyyo3bdsum7FdG3dtk/j16ySMCzoamGK5uGNRjyj2w7F//ku5iBcvNRQqfP1GQolV4hGfAFAxYkWD1yOOEAMA4//cRz20Wfw3UBPt2y/hO3bJot37gWq9ONHfiqB+CwAgV0ANREkWkTiuPHFCgrdukbiD+2XVqWPYwF3iRHTvDETuCQnUXCvFG/UKAD7nuEXix6jU8sN/AvBWCaA5HQI4BngA5UX95RJPMrmC20+2b5KAxFWEIJESzH+HI1+FtpD6yxX1cucOZHtifCeCFveYKJLLYPknavTfqMR/LJgr/2E2V/7LfJ78Nxf071y8v3Hh/8EFPReY1AIaC3DMANFctwoPamKqp0z2zwLlWsi5av80djfj4jfnvcwByJxab3ZZKFAsMz3Gz17AVmFTeGahWvB/4JoFTK2hARb20IZlzfvbApUtP1cVzB6L6KgwAZjua13myNaVgMMde+iuYFFn6ZR8kJeThPsxnU+osTbcW25uXir3AeoWtu8+1vDx3nVyb+tKubMxQR5hD9+cYGrjAtMZDOQmczvKl6vHjAn6r3zddDpKZcB1k1EoZhNnb1dRW5h9h3u8ZlXqF1Q5qJUJKk0RL/4aheL7EHWCg5qq5j2jUUT0tUmkiJ/4pi8UrArFqme/lvqqFtWa017Md0OgVPq93h2EF72MKfUSHqhi9QKYJnO99Ji0qduP6gxqnD5QJzMGXCblGsMWDhNkDHeXs8qweNRUADaiYP1aw0DUR43WTYO3mz5YHwo4rHXZYKM0MeVx8uxx2bhzp+zYt0fWYcsUqiitbQAqBiiiE9dKOMlfiAYJBA2qUr5YP79lKyVA7V/sEhK+ONSBfhNbraOWHjgERHskmImMcJRo6ZGjEsex6H1/GoAFb9oiy44cRrV2izc/J+7gnxKDQq04cVx23ropa86dlqXHDsmGy5dkyeGjsoRzlx05IpGEEqGAF0L/TAOMULaxpJUJhw8Y9daSA/tQtxVAGAfYuySEyRDfdQz/0iIIRsUciOntmEm0DQsRa8abHBircotZhD2MEs8lvAbYnYHSnL7XfJI9M+Lp+Vg/7XH9Bkz/5KJXsH6znIeKEb8Dka4/ODZvodn/rvmok9ZVGrcvADLTIjXkvPmAYmYFPACiymSCSremfTOLuWIGVAqWCTTOA7AFHFe4FvCzZyEzbCFQmeouU6BhhS3UeswWpZoNM9QaaiSvoYb9r6TQCDSowzTccEGt3KkfPbGBOqkRRM1lgstaEiO85PKGeLm3Y6U8JYZ/iGLdJrS4uXEJkG2QN/S03jPK9ImpjM/MEs5uvzCpocqVhgVMV8XC+qlaKVy6NcIMgMpn+j4boLJu61T8OSJ3vvST5FCnNiqopYqJ4HWKQxVLV/UHQOLWkyrsn65v3IvVlPKYb7ICtmSsYEfJJ2kr/cR3gzOBAWBGfQVU+t3fhlrVci8UUA0SLAwycdHPzOBwB3H6IFBhCaeHTXCNaAgBWAMkgwMo2yAWcIj6aRirqLXUCBANoU593I/VRW+sm4Bimtc31+bLiZPHjEbvpl3bJZELNjYRpaG+idmwXmKobRZR00RvAA4UyJc+lBdKpWD5ERR4UT+5Ygmd6Dm5EJV7JtDUjV/KRc09VXv3SBDwBG/eJiFbtqI8+2TlmfMSf+S4AcrKk6dl+bHjsvjAfqA7DFT7JfHsGVm0b68sPnRQ1l44D1hHJf7wEVl+8pQknr8gq9hqqBG9e7cB4MoTR/k5O6nLjvKa/bKI/Y2Xz8uW65dRviOy4thBiUTJlh0/CKjHZd35UxKKvTVnztDcn6YxkbzLIv7t3JWsvTF/rKQPwYaFHxMd3MRoG8jt/NHhjEYx3cFF+htA/AY8CpYq1x+/gPqD478DyB8L5v0Cy0J+Nzc9VtVSkObzGgMqhY/z5io8vEaBMcfWLQAEM47PN//DWArVrGLN7pseo2K/FGvWEhqqxc+wYlkCrKWmhSiWqebCFtqZai5DuYDL3s4MW7jAgEmBmg04dKsRvd6h7A1gfgDm60p6SFM6IdBdrmH9nhC736Xmuk1wcWNzgjzeT0J4kskNmsPvmSv8SICRzDyhrs+XuUWFucTP1F6p1/jSGRQsFTVLRbmyqb8ULK21ckgA04Eu845OxfNNyNRXeYCl/2dKBSqPIKMIuPRxCamgUWMBVwU3PdbyvYKNChUKVg9U9V/pY7UVMSuocHGvVTv/8yxTbWUCq9uwg4weoVxDQKUhxgB2rhe4BmkOqyKNE1SMolgjQDX6C65Belr9BBIDrEG1gpw3DGQDpIP9vE5toSaGNQz7Hj5+SLbyqb8dpVq7fSsjR+tkEWDFrl8vi1CtRVyEURs2SDjjSYHUNt5LSNSAKmj1Wglas05C12Ov1tK8BaBFu/dSL+2QoM0kiGfPyepz52TJ0WNc8HrRH5GYPw/I8jNnZN3FK7Li5FlZc+acLAOshGNHDLBCsaExf+6XhBPHeO6MLDt5QhYfPcrzbFGqhOPHZSmQxQNgNEnlylMnRF8Tu28fUO4RX5LB6H07ZdXpE5J47oxEYiGjOG8xdjSCIEYBVOsZuWMbKrcBO5kg5tRYtoQgLrHRBB/LxXFRONMcQYxN+Yo5N0Jas/VFxZz52rJ/cPH/8xdUCpbu/84xBeo34PgHIPzD7HeZu2C+AdfvWEddc1Gh341zzWQu587jXF1zFUKFS8Hi+QWAqio1C5ZuzX6tWbD0ebMFf/xSMlUttY2/6i3+LZY8/rdyqTVU1TIHsFnINNwgFNEoHthcHOl10XQ2AcU4FDWYxvMe1FcehBle2EMPnlew/Ol3rQj1kvMblsot1OrG5mVyhbrrAb2sVyjWKx3ipc76wNR80uXDLG4t4ZaSJB4no1y6FDSF7Ct1WNZdlAs7qKFGBrVYBrYwj7oqn5UNbHnApTDlYwcVrAKN3dUOMu2uNVU5drAStapVC4hSVX68w3feE7mrYjVmc3tyId9DzW33agW7sYFdVYQWBBa9KFcvyqVrCJUZxAoOANcgExMKWD+qM0jqNwxQo0xgjLGGFCbgGaSuGmAZgPG4HwvZx3dfKGxTqF1NWYYcPMKnOJ/+m1Gq9cTqS7B8i6l34gFJLWDkmjUSBWDhiesleMUaUr/l4o8SeWIFXUn+/FYlSszefVi1K5J48bKsuXAZcM5K4qXLsunGTVmN4iwGrOh9AIU6LTtxGmU5JxsuXpeEoydRo+MSf+iwLD9+QqJ27qZG2gMIuwHpqKxGueKBSl+/9vxFjh2XFadOyVI9xmtiUMMII+hQC3hYApik1zAkCGAW7d8rq86ckk1XrsjifQcN2NVuxnE8kP+eiJ1bJXb/TkKRVeJKjeZJ2LEYMCN3UAuuWU6jOpBUM8AAzCGMb3tiTMuVesycPtcfFP7/BCoDLID5Bxe+QvUbF7eC9Tuw/AFYv5vPNYCaa0EdZoGysf2drQHWQp7j3D/0nF/beQA4HygULrWG8wBUlwksk3IpXCaw/v1Y1W4WLMMS8lpVLdMyN8AyQaVgsWypv1iqYE4okzNLwXJmGXOGqJez0fui9uKY2kJVMFfOD6ARrWNQCdzGcnZdvFxDra4B2N19G+UxPayX3M+VhA38QJ317hLDvXpLCiB9unqImusINRdWkf3PV/gfXChMhBcpKNcXvj8ymefTeJxDMph9ny/CAbocAMujp5XDY4VLVzGjTwpUiU7F0zhWsKqoqyo/UHcl8ZXlBBc1nwGrIeul1Gby1cEZfDUucbvavy4asz3A1IcFNIGl90Ex08fqNybTUS6mzXv5WrJOGrp9BBI6SaEWsRer14sizYI1oJCxegCwh7pKQ42G6nw5hEXatG0bA7Q7gWqbkf4tBaolmzZLHBefgqXWL3jlaglcsdoIKXRq4v+T9d5/VaXZtrc/3vee8/btrmQgowRBzIkkOcOGvck5I0FBwEAQAyrmDOZsWWXl3JW6gpWTXVV9+7z/zny/41ls9dz7w/NZOwObNdaYc8wx55OGyLCJcDADsPnIl1oPH7YyTvTqcdhnfNKqAETl3gnrPnPCBubOWcvhg4AOK9TMDCHdLhhqAkbZC9uMw0ywFSxUDDjzu3rIkwjl+mE9cqhS8i0ftaxGQFsNKMV2fl5bOjjoGLGovx/W6gG0vTyHQNLVaVVcKEphvGwuEv7dOwHwQSvq6XN1MdW+sgDdZkSPbI7Z2LGSCfvyKSVUEIr2nz5OSApY6XReTX61Dhl/DbM0NvtLuIBQ3EbYSNhCCwuujEiu5FIMFwGMRdHhMJcnaIQAqOAKRewIBXThgE9LrOUYCmaS8yKKo8JGPRYBAwlgkbxfoWGQtSJ5f3R05DOsJaZiwXLuyO1gnvUsuMRaDliEhK6A7MQMsRZAS0SSB1hJAGXVKtwYApeAtQZAaanGxWOrJXSgGK4l91ovYQPAbWRtIUTMRtioyd5gk81ldnJ7i50b7aGo3GtzmHKvYcq9Dmtdm9puN7FI3QFgdw7SSHmIuRoA6u407MUcw9fIsV4hLBSgvIWwcZxRAViY3qBn7E0Y610Y6y2FiQDrXQCnATkC1wfkXwLWJwDrE0D2OaASW30Ba3nAQhX84b0b9uiNK+x5e4Eh+Uz5ZE+s33G4yy/o8q0vaIunaPtvmh3/xJHxr0dv25+A6U/8ff8GWH/QQfyYzt0/lYMBKgkUf3B0IR+A+hdMJbb6kyWx4uvP37Kd5B4tgKqjt8c6t/VZjU4u8qlqfHgVgKtAdSoAlVPXYNkAKA3FL5XcKZ37hah6fkK7alimcs+YC/PKECXaERs6zxzneMQ6T85Yx/FpO/DyTRu5OmvNM0esHtbJ7OjixN9BHrXPGvfvt3KYJq97K/lXl+UGgdU7gADRj5CxwzFaz8nTgHCvu90wtc/KAFguIFKIVwK4cvmdS8jJqgFh/eQe6z172hoPwHAwXQlAzUPml9iR29VBnauKelctMn4z7NYIYxE6EiJW7x6F3fY7JstEks9ubiDP8qMa5lBoxpJVKmf9JkzCaykx4G1k3sSK1A3OmbEYQCyMDgVkYbBXBMBiCWwCFmyi+8q/IgjJwjnhQwGYZHn5CgU2ASxSwOK1kbwnMkrhnwcygS6Kx4LhYDQ/Q4AS8MReQTApHIxlOcldOZZua8VFuCVwCVRirEQtKYSqcz2rFK4WY2nFUWQmB6P2lcR7VnFcR7goUG3i+Q2AMAXlMGvjCmspzrBDfS02h+t9lr6si7SVzJJrXeJ4ZWLArgOuW7DWLWYOKhwUqBywNCYNQUNzNxQa6vjKDKEgjoy33ESpg/Y2oHqbgrFjLkD1jnIux1piMepbl5lXr3WVmfS3MeTeBVwAS6z1D9aCnz64xTBL9pB9g21bHjK66e3rCBn3aSaktkXOpbqW7EUy3rp+KlQ9AesP2j7+1Fw/vHyPJdfTpv/rVwzQpBCskO8Pxp39AXM5plK4iM3pOxTHsclR69zaY93kH41iKlzqlQCrilpSAFm8EOUvh1wqF6Uvi3pTRk2DpVc1WF5HDwrbsFUBJjFVPgpi6dCgY5y6A/ttEABtPT9jE9fO2MmHl20PCece6g5dZ45a64njVrJj1PIATOXuMavfiwgxMWX55GSlACUTYSMVliwQqwCysqEdbvl2wISwVQG2Jv+uXQByLzkSeRLF4wJYKbsdYaStzQKA0IfSKNB1APC2w0fc+3P4LK08Xl8y0AfI2l0eltfdYWmAKgOFMJ8+slweF4ulEAbm4IcsQJbPJF9LVd8YymJSHoXonC0onyiJTF+K3bzW1tCnFUdbSQSK3yJO8kWc8EtYyrk8AMFiACeEx1yoKJDBNGGEkZLmo5DxJWi4XAsgubAQEAlICgsFKjFalFhMi9c8Adg8sKQQKvxzCiGf5dW/vJzLYzLVvyIduLzicSTAivKKx4BKANOSNO9CQ/IpOeWdmVdyvFhLtS/AtQaG24RTXkVkLQkaeYwKaCvJthOjfXYZqf0S4LpEODhHG8olcq7L6tOirnXTrUGO2+32gUG7j4hxn/DvNoB7QCj4JoB6G4fF2xhxX9eYNcD1No74t8ir3iPHeg/D7ttiLMD1DsXj9xE3PrqEkKF+LoD1yXWUwhtYnW5RRGbpuODnD24y0JLZe++wNed7bI8JY/3w4V37kZzrp7/TSvIJO9wREkq8+DespF6pfwtcPPYYMAlUDli87ieJIABS4safPxISzoeF/6YI/DPu9P3TY9bMSdXFSdbS3Wk1KIBVrGpJ4QgOEi2yKsmjCPVyyZ+y65osq46wEBapGiPM2z1BuDTCSU3BFxYo3jFktQgUTTOHrfvsjO1AGj3DxeHa+7dsHzb/PZdPOAZrOTxDbrQHIG1DzNgJOMmVUAbLtu/g84YdW+Vv7bVcAJ+KGllEcVo5Vw5sI5DlwGoCYD6F5nyFieRXhd09Ll8qhrmKAHlepwrL/a5WJqVRiqQEjqqdozy+1Un6lSiNud1cPPq6LJXCsRirhAtMGn93KqWFjOZG2KwJ0NUCugZYrc6ykOlzaIdJps61AnDFM8JsKb1YAlccYWE0cvxyWZ+wRIUpxANo0Xj9onE1hACMxYRySwBKKCwWDA2jnQGX1xKqhQMSgSqM5yMcY5F3cdRj4TwWRV4Wjbq4lM8QsIJ5V1DMkGNjBc6JWHIzx1wALShouCP3JWZ4hWPyq3nGcqACLA5YPOb8hgBpJczknPLkkqp/rUAJdc4NAKb+rk3I8Rv4eU45JHTMo7+r1Zdnp8e22WXCwEsYeOcmBax5cOHGuDY1CMAG7TpjrAWuO7DXbcLDu4SGbwAYAel1nO6vn522V3DGP1SOBdBexx/4MdalD+nreou5iAoH3yE0/BhQfapQEMb6hM0KP2Z9chW18Dp5F7uDisEW/Pg+u6N/eJvZ5sw4R3J/TEv+b+zc+Msn7JsEuH5kH9/fcLz/js3pX/Rk/dcPqIOA678AlwD3O2HgYyYkaezYTwx1+eFjJtBik/onJt5/SuhArPjj58/s1OkZayPsaSUvaeekqxVDAaYa5SPtbZZP0TW3uhqDaiUWpWoA1Wg5LRRpB4at58QZBIRpGGvUMU4FoV8uJ3M+oVgtAsXg1YvWz+4UU8S7R+4cs3Ek0W38vG3nzyBx7+M94yb2KYChynlvKWAq2T7o8qkCQkuFdDmwSiZhXTZLUnouwBFQ8ghXVduqItSrhb0CI7DmzhGA1W0ZKJh5sF0+oBKL5aIQFvMeP68pGZRkzxG2KwCwEi9yuYgUIdSUog5m0qSZzd+t0FbOj1QKxlmEwyo6ZyKEpOtI02YOBeeSLnIy6mKr8rIsFmBF0Zi4jBqP8q145lskEiZG4BkMx54UlojzAvd4HN2+oQBnMQBR3hUKyEKDACJMkwQv8IREhlpoVJgDkcAVRigoQCksjOB2FIASg+l+UC0UwII5lsSLRECcwJID42nOFQSYx1oKB1cQ2j11ZCDB6z5gCoLLA5vHVJ4tCmCRSwZdG/IbqvVkLRcOOTZUWM5lXEAGknxbeb6dhaVm94qx+h1jibWuMEvjGus6+ZbWTRjr5oHtdoN1/xgODTyDr7AeahYHHsNXmZXxGiASqF7TjHiY601uv0V+9Q6PS9j4cBYhA9b6AFf8+4SFH19mJ1BY67Mb5FwwlwPWD+9eY7b5LfvhA6YdfSr2eY29agntCAMFrieLGtdjsRFg+hehobp+FSLKjf4val0C2C+fP7AfAdeP1MV+4jN+ITf7/fsP7dLcKcdS7Vyd22CresDsv1ulAAAgAElEQVRUxQms8M9P+FfEFTsfN8WWigCLcIi8KsDJP3rlum09ec56T5xzIVkljgipczoWIyIUwyJdp0/Y5Ct3rO/MjDWPDVjzOGs/6h8ihgBYNKCi75DLrQqpY/kRMEoJ2yrJgcrxAAoQhYSAufxOqVL2JO13UfRlFcJwhRSYq1AJ8wgBmwgF6/jZfgAjFkqnHJCD2OLARVibC8B8MFwFwCpDkpeFKp/PLSUH8yFqNKIUykKlOphys2I+Qz8/A0BlYqdKra8FaD3OUb9FoSL5WAauDoWDm/247sm3ktl7K27LZotmklIsda5YgBXNbIwwerdCAVakQKVQkSm4cViD5DNcopCQJWBJ1FAOJhCFRrAidTvM3RegIuZXOK+TmKHCcZRyMVhLYeJTCR7FELaLUs4VE+5MuyuxJbnQkPtPASYmw+pEvrUCoK+A2RJV3+K4AiZLpHDtisiEe56LHvMvLCXxIwkArcLulMj7lG/JDiV3vNY6t2KcM0PToDKR4ntriu0Mm//NERLOTW63y3uR4MmzrnJfUvw1taPAXDcELnKruwgY9ykSPwAsrxAOvgK4XmfHlNcIAR+SX70OkB7y+Kuahchr3qSupbzrbQrKb2J5eu8C0jwgE1t9LlBdpf0f1nKh4Heogcqxvn+PibGf4L6ghUSFYi2BS7nWYxjIPcZ97cj+O3K8alx/wmD/WyDj+C/lXazfAJgY6xfCxJ9hucuzx60TQLX2dVsLjFVPCFjOiSRA+RAqyjiRc3BT5AOuNAGLnMo3OIIQsN+6jp2i2HrU+s/MugKt8hxXS+JYxQleRR1p4v5t233nhrUf2W/147xvYrf1nT5rLUjdhYSQChtLkduL+7fDWsPWNDlljYgR9bCPn9CsHAk8X3Ul2CSNUCyT30mhXjW1LYWDPkDZMDHuWKxMIgX1rFp+fi5sm1pXD7sIiF0u7CuBESsBcx31Lz8MmY5tKgPAiLHkOZRjXg6QrHYEGgAn469EDeVfytUkaAiACiszYKss5nZkNNa5lpUNFaW23ldE3on0TsE4SuEgwIohDIygfSREDnkcGvEIHNGEhdECGIwWC+hk3pUs7/ItsRThYQhs5EAV5YWBYYBGoIriOcdWApGEDfKocMAT4VgrbB5YXljogYzb8+CKBTAClFRDT4bXfc+0G+fABbsBEmd3AlgJMJzqXMsJYZcTUqqhUkvGXoWPcYSR7jUcE2E8CRmu7QSArRd7sQSwTbBYMvmZmGsHrvhZwDRHfiVgXYbBtN+z1mVCxOuMAriFEngLAeMOtau7GHZfBjz3Ac4DXOyvEgK+AngErNd47DXA9BAmewNWk1IoYMnY+yZge/ssLSiA6+80Sioc/PAyHccAS+Ba8M1rF+2Hd9h/lvzK5UiEfb+wHLA4albfnwgUnhlX9iaKx4DqMc73fyJWaP2OMihV8A86fv+Jp/Axr5Gj/R77KnUNMOyF8K9la4fVd+FSp4+pipOrQkwFwAqxKm3BSZFdhQewtcc6jp608XsvA6BxwqkRa5s5gaR+jGLrAExAcRa2UKjVgN2oft+kbUVWbzt6xBoPHrLm6WlrPXQY18MxJ43nEc4VwDTyCCpPq5+YtEblZLgvign/SilKl2M/0rECX2ApJ3gh4C9FqWzaO261yPEV5HF1YzoOwkgwLPfrAY7yqi2EgtkAQrcV8vlgUb1egPUhrAhUG3XRgIWCrKTPzwZYJTCXBItivhu9RwKH2K0CxmsYH4MFWwEXeRfA2kLOpX6vNMSMDDkzMACvyMqgoVLMxZQoRIxIGiOj6GlaSnt91CqaJunbilTPFl3E0Zx4iwFWKCFgGAzk8i1A5EI/jqECGetZ5hI7RfCeMBTHMNTASAATCUO54jIg0/NLed6FhYDVUwvDPUABhKCQ8fQYDAnnLU9yZgAuD1iACzAFgaXbcRI9AKPApdcEFUTnmAdg8huuJ+daD0uvgc024thIRvgoSl1jBwYaybUQMmCpS5OEhaw5HfcyEFSiBbuc3MXidJ+WEoFK6y7AuQ9oXma9Snj3+izTe8mpPLYiDwNIDzHzPjzGorgsU+8bJ+n3Oj1OOCilEPsT7PUx7PX3q4dtwZcvY3sHXN8Crh/IqX6GqX6GuX76u2xOUge1m4fqWnJgEPbBTn9+A7gks/PYrzCaWOoxHceyKun4L1o/PnrnrvXu2GbNnDitJOvNACtAP1WAq3SAK3IZJ2RxWytM1UIBFBm9Y5u1A6Khq1es99w5a5o+ROH3sHXOHEdAGKbmQ05CPlNNWBZwJzuhHCd7NSd9MwVh2ZNqxicA3AGro04VIA+qoL4kQARgmUpEC7FVLaqglsJAFXl1UssvWL1rBNAMWg3vKwNoOvHrsFrVIIXXUpMKDA/xOzDTnZpTHeGoD/bKQ9HM74J5AW4JwFf4VwDIfISo5VqwnZipCMbawgWkjLCyxOVaFIg5FsPkhTxXAKgErCIeq+BvbQRYhd0oheRhqbgxvFYUbFwAK4U2lM2BcgzHpa7VJIFCciIrSswEuJZtXsdsDXUnLyc8xPEOuCIIp5YAqhApg4AjCKwnR8denmARSdjnsROqIKALl8TOia5Wfs/RoZqYQsbQpyohr3GqIXmcmErO+DiWKxgDCsnw7jYg8WR41bm8WpcYKZHlmAnWSsQgLNFCoHtaaPbEDeVgLieTuTc+AnAthbWog/H4BoC2hXkaKYgfJWlr7SDtJleoYQlQUgkvMr1Jx5s4Mq6jBN4EGLePT9o9ACVQCVwPCP0eAKbX56btIcC6T5H4FQD1BvnVaxylIMq98Sry/JsCFr7CN09RVD5LMRm1UMD6kPd9iJK44B/3T9unKnA9YMNr1LSfAJNqWVrO5oQo8U/yJRWO/8XE2z9Z/0Rq/90tcijA9virt+1X6l6/UUB+zEyMrz95DVPtLmsixGohj2jpp1YDW1USbtXABgJVGaFUMS0cha2AbPuo9Z29CKDO2va5OWudOWodx45b/YED5FPjLj/KJyyro6grhgkME1aNjZJL7bWtx44ig085C5JsSE37D1ojdSqFa2o+lLu9aYrciPxGoJRKp7BMip2ECLGSln8YAI5ss3pqbD7EhQIuBFU7h62GkLCW9wlQuQDJN9jPa3aRB6EMMsymFEYu4bMqAGrRVkQQLFVycyiPK8PqJIYqINzLIMyTgigVsBjVsZznFPYpDJXcrlXEd1UOY5UD2nwKyAVdrU5+VwNmOjWwzEbaVXDKb8TilE2omMCMw03kXilVFbac/bUi1q1hTFsWMw/TLIQQKRymCktEWl+Z4HyGApZCQtmelGc5SR22UUgYwpKYEU9IGSWXRpSA5cnuAtWTgjLAC+MzIqJCvbBQYaBjrmdcGfwchYCuIRLQqPUkyFxioCcgmweXGEmGXWfahY0SxF6EhwJWsCbmfIcufBTjESLy3kSWwsO1hIZrAddaSfLcToa9ypjJMcOkp1nCv4sMnJllzSHFX8E3eAVwXKVIfBPWErAekFMJVC+TOz3QKGzA8SrixD3uvwqDvS7QKR9TLQzR4x6AfUgo+dpxTL2nYa0zuOQBl1hLNS5ZnxZ8CaA+u8NGzUiEn77MPkLkWz99xB4/sNfjT2XMlUmX6bjkTf+iKPwHQ14eAyqFe48lTgCk3799336hcPwr60f20Tp2/JBT/5p7maaEqlbHCVgJUzXBCBWwVQn+vjJOwALMsb5tozZ26xUbvnrdmg+IeaYA1UnEhykr4OQTyJoJ7+r27UNEgHmG+qxh55DV0KbRikjRdXjaGiYnrJ3XKMyroc5VJYcFOY7UtUqKwC37CP/4PLGUTnYvr5EUPuzyobox7E0ASyDx434IAJ5KwFsPeGvxMlZiri0TuwCCMryAsh8JWBUCRne7az+RsqdSQBk/oxqHhh9wlQNgvScPgGTB1kUwdxlqoQQM5VfyECoUVKNlKZ8v0CmcLIbFctsQdAByMfYnHTUaQCFhKn1bq0oYP0DOlQKD5fI3plb7bUVeli1FHUzAW7g6P9NCybGWkPwrJIwQe3ECqkkyAlaI4IR1TgxYTOAKQRUMjQRsrAhEivBolo4AzZPdycOkHHI/QkugBFiRHKMJCT22IhwUoAQiQLKU0FG3xVxeX9c8oACFgKVcTKAReMRWCcqxBCi1m8yHiEFQOYDxuuV6Lcu9Jw4AcjuR1wtcWivJz9ZxIdkIi23CFlVdkM4eXj12CZn9ImHgHAM/L+MdvArjXGMe4S0aIV8GUMqv7sJO9wGS7gtcD2CguwgUd2Gme4SOt6mF3VWhWTYp1v1pBo7OwFwKB0/imCckfI/3vasWFKxQhILn7fO7bHtJ1fiT+6fs81fYfOt1NmfDQ/gr0vlvbHzwq3Iujo8pFns5lUJBmMutdxxT/ULrx+/ffWD3b5wnp8L7x2riRKoFVAGcCgFOlgBhUWF9o5V3cYWnJ6pydByGum4Ds9et7chJ2GbaqXh+TK+ltGnIid5/7jwFXRiH/MgH27UysKVxlBATN3nj+C7rOHTARi5dIGQ8TMi30+VUahdpmphwJ75qR2KvSuVngEo5UiXWo8DIDidQiMFqEBUEEoV/5YOEY7SA1ADeuj0jiBcwLAzm4zE/bOkHdBWEisW9FH1ZOW0IFORCsje1HzniWlOq+XlqISkjZyvpR2rne8ig+LuJAm8BzB0AxAXKMwmVC7s7PGDxmWJQ5WYKHXPaG3kOOZ7nS/ku1fO1mZkbyczc2FjlB2R1DnDqSpbfMK+jxTbAXsuSNxESriYkZMouYWEsAsYyRqGJuSIJl6K5onttJrASJ7ZjMAELFguFoSRiRMUAPoClnEs1LQka4dwOF0tx3xM3eC6K2zCbJHnVtZYBGDVDqqVfRWPdf9IoKWEDEHiPEy4CMLngxT4eoDzRQsDSY17ICIjIxbQ8EPIcTOg9JxFEzZQojRwlya+EtVZxXMX9dQBtEy6NjioG1CCzn0fIOI9SeAm2ucbY6is43K8CmJu0ktxg6XgHZ7sAdg9A3QEwt3jsNranO1IQ5wGl4z2Y644KzdPsC0aP1+vHNcCGvb54X3At+BK7+2cYB7989aI9egv3xWtnYS7s8K+ws/xbl8mz2HUeGd3VqmAtSfHKrf6gTvUHOZXCv5/ZmUT51XsPb9hWTsS6nnbCP5iqF/8cV9wKTiI/4U8JoZ9aQEp7BmCm/TZy7S6evlnrPHXBtl24hvF1v8unagFRM2JE/T4aH8mzlCdVwlAlbMVT0YdpF/fG4Ikj1gczjsyeh6kmMbUSWgk0MJRAVUXepJBKIVcVj+mk9eOQqOCEV5uIWK6Bn6PwUHmWrEUCTjHu8+Kudj5nO+8bcoAS0Px4AqvdY7AuSqKA5QM4pYRvhbwnB49fERcRP4xUAsjycFDk8Vga4dvaknyG26RQSsi11klywskxx0pOkQQ4Yq90AKKfrVxP+ZWmPqXS6p9SU+5YMgVAJQMsOTKKiASSafUXyGTc1c8u46KTQ3F5AyCTqBFBzhWDFK8BNdG0+EfBXksJDTVCTT1cGkKzlMckasi4G4aSF+LAJSHDCw9DAZKraQEcASsCAApUYirlXmItb1HXAojq7ZLAIXVQU3ljERWWIrMLRDGsIKic9Ynngu0l3twMgVILMLE8VVCtJ88AjQuBQBVLOKqQ0tmjeK0AlgTbOeYCWLq9UvcpPGdsSLBdGHUvoArOwjqXAIVCQa3LqIPXAc4NdoO8DvsE121yJweuo7vZFhax4xBDRSko35lnrPsCGbfv8dgDTL0PjsjU67WcqO3kHZhvwSPk9k9fPmuf4xX8BkPut29fcYz1hbyDiBoC2w/vX8ORwaRcNnUTc/0Gcz2GrX5nJNpv37xvj7/90B598gZ9VTtN4V8zoGrgxKvlWEUoWIkCV80JXtreaWU9dOju3meH3vrAJl5+HaY6bS2s5kMnyJX2kwvhPj90xDqO0KKPv69l+hAnIXkIbe9FTVXWNEqdamzQ2iaQtUe30/LeZEkFW6xCYgOyeO04liVUu2rEihJ+tphIrCQJvA55vhY5vh4gKjRsQuQQu6h4m0f+5yPEK+ZiUAnAqpm4JMGiEobyw1jlsEYZf1sVTCc5vgJmUShXosf5O/NgmJXsOl/YXGX+fgrBYptOZmY0MOuijk3BB7ut7/CYDZ7CDAwIBOQiFMscQCUjr8K8vBb2Pt45QGhXxvLxfho4i7OYe5hCp3Ih6qbqay3OmZFEOLgJ4BWTv/oJWzWDYzPCRiqj2NaVFdly8iwJGZE4FdwgGpTCaGpdQWeG5sBrWE0YYZj8g6HkSi4kBDQhApZTCb28SyHgE2cGwFIo6AEtCCwVmBUqInQoDwJUyxER4gnJYmAuF/qJvQQYAYqTXk4NLRWV9XwcYoR6uDywCVx6TPdhLEK+J0w1Dy4BTrmYq4EBoBXcVgFZg2kUEqrupSVxw5e9yaaZSzgHEGYBxSXaRgSwyzDRNVhL6wbCxA2sTtcFJArH93C63+b+XXIxuTRuH9gGSzFTYz8bOLDuTg04xhKw5Jp/RcZeGE6Cxlsw1wKB6R/YgD4DRF/K5c79R6xv3mRfVUD16K1ZzLmA7A1keXZG/Inw8BdmZEis+AXR4jcGe/7xw8d24QLA4ErbN7nTOshJaim6Bria+7EKVUqKxjNXit+vamiP7Xv9A5t+7yMbuHDVgapyctr8qHpNB/bb9vMXABmKIGFVy8whXBO7aWXPox3fT37WYB0TI7adwZ0lXc1cnXM5aX0WGOiwWlitAYGiCSeGWusVAib7S60cULQfPuhAJxlbDYl+wNHKz2rBiFuLmbeY31ESeQ6CQVZTDeIEFwjkdjUpVmyjBgXYyhX6wS5VyP0BXltHLieJXk4KMZR/x4ClBUpgpQI6gNmLa+c2a6MreuvhfdbLyIGuQ3ut5zhO+4k9hIgDrkAsRVBt/2qyVJNkNlsMZdWXW1E7e3oNdtl2WhvKWsipAFY5kUAWLJa7td1SGFxTyO+URjgoQ285IWUZFwVZoNKxP2XQvpJNDWxNQRYDQ5Hg17LvFr1dYTBVZAJKIUVj1bY0Jz4KkUMNkyEwlwMUYV8o4JFiqCKxwsEl0SEuvxK4wsVebgUZyzvqdZLiV/CZAlY0gIonz4nn5JaIsQzwupwLAHgzMjSERqAKKobB9hMPTI7VFBIKfPPAErjkPfT8h3rdfH4GsMReKiCvp0jtgAWIFSKu5XdIwWNYX5ZpJ1EGZwHUHHnWHAATsK7CWrOEdZcRNW4CkOC6Po1jAwDJwHsL6f6OwASw7oupCC3v7ANYCBkvE1rKyPsAQApYYixJ8AsEIgHqK5hL7vYvXmfHhDevmPq0vn37MiwGwPT863P2Fcdv38NTiBT/C0Xin1iPCQnfe40CLazSQeI/cuwAoGLSESxVKdMr7oNyTtwyQFU5uMv23HvbZn/+/6zn3GWrmTqM8ncYi9EO527oPnKIfIKaF/J5K0y1SY6DgI/WkUqrJKSs5rkdOC22nTrOST8M84xb19Fp5qynWujyWKskHOw7jY2J9pFyGCyCq1VVf5dtO3uSGhYdwKiKqlnJxdC4e4gTmRoREnoAwaCEcHVNQbYl+wqRxXHdHzqI8qiwrM1KUAjLeUyfqRxNokc1eaCKwWr5yEfRqyLULEf8yG5gA7u2Wi4ghI7DA9Y1PYWaR/2pIWCjl2dhzTEnoMi5IRFFPVrVuECKCCsryL30s/IAWHEn4NzRbZsLt1hpS537m4tgp5zuVuc1LOD7yIPtCmC+Qi4epQBLoWgm4WAmYFNxWReW5Wmb3XDQOGa/h3Eih5MDRcmhQR4ktnLDPnWbk1+AEriWsJw7XswFYEJgIqmCwd4tT9DwbE8u34Ld9Jikeg0FjefzJWA4c67CQEJEr2As4SIIJg9Qek7LUwqDwBF7Kb/ygCUAunoXv2N8LM/x+jh+H6mICgmdSgiwEmTwBcgCmUClYvQqmirXY5tKBlxdNUV2lsLxJYQHAWsWkFwCVHOIG5cBy3U6j6/hJbwBQ93i8RsUl2/y3A0VlieZF8/xNkx1F6CJue7x/vsu19oBa7GXFyqhYyxa/Bd8CbC+EoCwNn315lUHLgHp23cIC98RsNi8WAVkgPYVIPuC9aVA9xGzMsi1vvzgru3aPYijot06uWq3EkZVcSWuJryqppZTRS2nnBqPf2injd9/wy7//F82fP0VPH4zVn9wxgrx7K0uyrM6wpnV+Rns5pHOSdzlpORlG9eg/iGt7xniRIfNAI1yLoWJheRP3ecucOXutf9c+JL9Py/8DZbYaYOzc45R1uSkk6RHsAFCIb7BE7SJ0GY/L7VvLi2wstYqdvJIxZmwynzdTbT451tpN7nKVkYAIAR0AHJJ9cphSmAH/3aYRcIFf185TFUNKzZIhaSOptBQjFeskJBQrZyQLbBdggf3AciL/B5plSW2+9oVV9xWIVh1q5xOhAzYU2Gq1EpJ9PqcMi4GOa11zEPcYmEJ+OEoCnfT6h9AUJGyWNiHUggA+04cJvTdjWVLxWmc+nwnqptl0TCajDy/sZz580jzKaVFFIkTbaEUQE7GcBJ7CRkCV7gDG+EgIZa6jZVfLYaZJMc/qXNx2xWGVb8ih3J9XIDQy7cQN3hfcEmKX8pJLXYKqoFB4LgcSyDjZzmwwT4OfAIXAPHA5YHMEzYUBj5lreXclswer7zNMRfP8VlOJRSQEC8021DLDbIBWMq11iTGuk7kDFpNRjuqHKCUc51DKbwIUC7IocH9q7gy5M64MqVuZObIO0DhNxzrsctsKXSFnVCuTTDimsdvTGxFKWSPL5jKtZ0QSr5ydNRePcqwGsLBBV/ATl8BnG9wuD9654YD0jc8Jqb6xjGWmIutIN+9bj/RafwNjPXlW9cA2DXY64adP7HfGru6MNYy64ETq5YraIAiqR97TzWtGvVc2atHxqzt+Kwd/+w723nzISLFEQtMEIqRV9VPHWSY5UYKmYQPTOQp6WD6bD+z/AiF6sd3unpV094x6z561NmaNNRFdarNMI0cDSHx8fYfz/2NoZeJ1kntq+UQoOP3WY5PbgVNcXF4yHrox2rEjCvrUAV5k4/fM7OaYZp56bDdJgDZD7OM0WSI+4NVuxsBBNAIMAVd1JcAgPKoChi5Arm/pI98bHArTZMUkMfGnapYT/4mwMiB4VfxGTDmdjTRUr/Fno9chMevxHpPn3QCSg4MV8h3JClegooEFDGXRguoxpYPOFMQKjZwAVhEeJXGe6UgStioAlyFvR2AccR2XODzYEp5Fl19DEatB2il1MvS+H5SqxA8mJ+xMifLfT8LOdlDqA9FEAZqom4E+Uis3Br0QEVhaI0mLJQD3gOWl2e5vAvRQoCSNP9kiaEAlzPp8rh8hbotsUPSvKR3J7tzXArLaEUtUz/XvN2Jx5fxPo/JBCblW2Isj8m8vMu77QQLgCQ3hldM1m2PueIFLD5Lr5Fkv4ILkfMfcjuJ2yv4e5O4mKi9Xx3IpVkbbXqoxc4QFp4DMBcpGl+gQXJ2ohfDLgDjOMvjl1hXmMh7ldddUwMl6+oYwGJd5XE9dxuW0xQoNUq+Qp4m1nr50BBNlDspEBP+PaJl5DuMuN9Qw3qEeOGFfwKWxIx5gHH7Z+pbaiP5gY0TvsO0+4BRUD0DgIpkvI2rc7NqVjBIJQzl2zrAVZsCqxwP08ft5D9+tZ23XreuExdoBJyxGoDVzONtM6edRK6wJSk7mQGcxdS3qgDCLmpTh/AE4ionjJM3sJzalPqp1I6fTf0mcUu6/ccLz9tfFr9kBZ2tNDieYc7FAU7QPjaAQ2bG4rI6cyPscwQA4LaAaRRu6equWlQh+UohoZUA0zE9SSMhezyV5NggNql6mEgODAGroL2FkxWRgddu8VOgzU9jwMsWJilluvaO2gl+R/IyTYTywcAB8rBihI50VLvlbNj2t9Dn2VCh3rGmCtPF5J8CgorHAlQZAotAXMzKxcq0IifDTcutAbxLOCmSy2DTgW7sXodxmpCPDfYSfrbYypJCxq2hPgJQ1exk3C3mf6AZh5otn1JdRUGZ3VSy2TQvMx1wMX8QVVAFY3kJVeNKYuufVensh5zMjpLp6+fHVVNcjoXFFBI+ETEAFcqfByyBDGABJKmBwf4t1bicO573RAEwN+kJoMpTqGbKpwZeueNlg/Jk+hgBg7/TA9VTYHkMBisF2QxmE4MtB6TLBSTCSgErjvfHspSDKWRM4OjVuObBBcjWcS6IsTQ3o7ksw06xXdBZ1nla+s9xvAAjzcJIF+ePc+x6MsvjczwvIN0AcNfGaf/XJgyjHTAYGzMQKqqnS13KcmWo5d8phYDLAetrwr1v373lAOaA5cB0CYAREnJbYeGjd64CvJsAC2MuudW3nzywXeP0Q3F1bd9GOwiSdAMnTa2u2ICrTKIFXr+GqUN25O/f2NRrn9LGcRPf30mYByPsFCyyH8sS3sDATrx4nPCFhDer8rTdTaJV7WDzg6PMppC4wMlav5cCLwNh1PWrlgoJCctTN9v/fP6vrl2iBYZpPjTj+raKaN9YQ5gXj+s5li9SuVI14PTBVgJXMb9rOfJ9AAZQ965yk2JCPs3sSy7Os15qYo2ohz5COsnm6Sht6QFMsNnpbP7G9qXsXrg6Mxm/Xiou/D4bnUXZ3CdXCJI+hWFJ/oXkP+v5rEVLl8AI8VaDQFFLGcAJFgBLda8CQCCgCVQqDKt5cxMsFbN+jXXs3wOzdthLnJRJTCdqnBzBBzlN2EfeumsIkaLKotlAIRXXhWR7mXYFpDXFJa6epZmF2nooh1xrbRkF5eJcBtNs5rtCbkcdjCQ0jEZoWLaO7VPT2ahhE/M0yE0iCaMkw2tUdfgyGE4hIQzkcihYSXmUjLnBdv4owPSEtTihBbxwFZp5TxS5mefK8EAmxop6xgr138ClcBCQLOOzPbYS0ObDwiCLOQCFO7aKF8gEKo6xsfOP6XXzIBPw9OA+7v8AACAASURBVLwAJvVQ8ws3CVxcPLNTkpDgmU+4s91Oj7TYqR1Ndpatg87i1Di9o9XmANilPZ12EQBd5LFLHK8BtEs72fmEfblcSAiD3SCMvEVOpnWHmtY9AHV3mnaUg9ttwecPL2HAvQ1oBKyr84wlZRDRAkFDudVPWJ1+cKEiwgWs9Rs+wUtXTtGo2ObqVa2wVROScSUJeRVX7QpCtABt6YGRPbb34Qd25h8/Y5bFA3j6klVPHoQ99pErHYN9JlHr9uPj2+0a//JIvDfRGhHOTISq/nYbvHCO2RO4GXClC1jFXNmloG3yM/8cqXl9QZb9j7/9h2WhxvUdP8WJK4/gbkI6BAAUszi2+YxkzFb9cC9q4X7qXLTbEzqJGXyIDq4gy2cW9XVbOiHT/1r0HBt4b+GzkPqZmyEWzECBW5mdxjY67F6YSsEV1SkuRcyW50ZIlyIo7Dh91DoPTsGkKnrLc0g7CkXx2E1r8eeFWQZzK9qnD2LBOgCIyNvEVGIoLkCatisTr95TSCgpj18Knz1Kq40UyYWcjPGbk/h8FM+D+51IUQKYA5Qa4gFcCrlhw85BQFXJkB0f/kG8g5lbkNoZnUaemUOJYqOvwDbTbrK5vJidT/hOkN5diwmMJWAtZWBLJIpaAj1cq1PXAixGWccxRZfcRFsEhQAepxJydB3HsI+rY3EUwCJ5XIByoCM89IAlcYNFrSsKAURODLWXCFhRPPbkcZgrCD4BLXhbx6Ai6NWuABA/I4afFwNjubyNzwyadT3vIWKGwAYgl+s5gdTdV5iIakhOuYHvVxN3SzM32P6+ejsx2GgntjXYSR23N9jxbXV2aqiJPbta7dxQs53b0WJnuT/L8SL3BbTLAO86IeR1QscbiBvXOErkuIeSeG8/4sa+flvw8YPz9jWh4De4278hj5IZV4LFI+R25Vrfk3f9SNgnYH3Lax5x/Pj1azYCCzQjUPRw5W8koa4hvle9qoKTxceJUkl+1X1mzk5+8bP1XKCvitstR04BEo0bG0f5O0J4N0lBmNl7SO355EVpTIstIcRZtDwCBbDRJef1hHZSCGWwLQcUkqdX5OeQsxRR/GSzt6gl1sG8vrbDR2Ej3BrI4CmVAVS1dqY6ldriuDCrpKjce4IcTWEkCX5wJJnApZwrt6uNUGgD9ZwQ6mxNNnDmDCrlLueqSCPXCUVtik7in7aOBjv+IY3kMX0nTrncTXUsiR1i0SD7qLUkF2XuJU6kBMKP2iEGkZ44Tu2MqVHM3JCDXcZdGXEz21oROBigAxNpzNmLnKSBHV02fOk8LSrD5EHkPQxgKWyrJzfFrgXDSgWsnxpDbay0uLTVVr2dWSGEqkm52fRqpVg0Tou15I8ZuA7yUCnzeF1hB0Znan6byotsVfYWALbCmXMjKRSHS8RQbsKm3YmAyxM1EAPISVan0KmMkTccJgjjd3Mdx/OACrKW8itndSIEjMBzqAbJpwsZXuBSOAjAnBUKNouM8AAnAAl4QUDptl4XfExgc0IHFyjXXMnrl2k50Hi51XKY0gFqHkQObIAr3i0xl8dq6gVbpbCQv3c9vsKW8mw7CYCOD9TZSdaJgRpu19opAHZqGxswcDwHqE7rNut0P2ugAdZi+yDlXfPguoaQIdXwNoC6g/Bxa3KrLfj04Sw1rDkkd3IrcqzvCPe+cyIGAANw32oBKAkV339wx74nv7p4DuMryl8HYVUr8X4NYVQdSXelXN4UPcu5KjcR5u158I5NvPYBzYhzgOwitqPTnNjKkzQpab8DWKVka9rmq2kTKSTsqkQRW0RimuHLwo1Of9UU4gjg8o/SoAgjlOIgT0aG35C/xf6y6EW2Os2zwYvncWrMuM8pI2zUDh9lXP1zyDn+GvqiZfmLbIREX02IymlKWfIGyl0uoMrHp21xNmavs6Hzh8n9+HmAOK+tzW0A91LEQpwLSy2vMs869+60ybv3yf+OIlIwURfWlo9vA7ufBDdXqCCsS0FwWMj71sJyjbu2U0ubJg8bR4SANbnoiN2kaGa1MS+emR/a2E5O9Fhywx7qdAP8TfIwriTfWhQfxmCdCup8ky7f1Ojr7G5cLIApgbw0varItu4fhZVKES2qbGVuBn1bFUy28lFCyEDtbLDOfTut/xh57d5RTLzF7MSSwTg1uoypbUnMCCFfWQQjhHHiSY6PIHRKAFgx1KSiAF0kz8tf6KY+8Tov1wJAYipyLQEpKL0/BRWPCWgObDAvnyO1UIymxx3g5hntWWAJVA5gPBccYLMMMAtYOjpgAS6FfQKUFxLKkeHdd1I8YHPhII95YSFHgJYEc63hb1tD2JvCrMJdHZUwVaMd7622o1sr7QjreD/DQNkh8kw/ION4cmuVneyts9N9bM7Q32AXBltcriUB4zq5l0SNq+Nd5Fxb7dbeXruJcrjgq7eum5TBf6iONQ+u72nT/x6W0nIsBeDEaD/ieP/k7dvWSzGzjuS8mRykCSC0kPzXElIFkNeLkJErR3bTLn/fpt761IZuvGptx85SrzqCq4ITlnl+8gAKXAG8grWMLfMhctQyQLOwi3pQb5slodTFrEugsHrAtYQIVOWcjGU6GbnKbyjOZxO2BHsufKF1sJFA/0WKygC5ZmzSjRtbmZeFO1yzMrphgBBbyw6E21Evq3Z7wzk1okw2JokTMsVqrsSiiMW2kqv/1pMHydN2AWSdqBXu8XD+ISlFGdY9ucPGb1yz7RfmYDTEDVRGzRLUJghq1S/oJgTtwnALW20oJb9CDUxAvGgdHyW0RGV0E6L2wpKMCYDVC/j9sgFUeiMzLcitlnAVLmgO2K4blxBiTvD37IGVamxhbJhlVpXaEEX4poN8X0QJheRoPi4QqrPFMuM8uaIQAYMOZP4vAtea4kJ2osyxZWmbEDK091cJQlIfYe5B5Hjqd1ilkugyFrAWwTiLOeGXCDyATPMztKGdmxHP1T5MYFD+5FiLMBAwBUenuZpWZAjgkSmXkPAZtgqCKvwJsLzdTMIieD2s5exQvDcyKsQLEecBFQSVx1piM9jKMZUEj6fAioHNYgkLvbzqWWAp9/IAJzbTSuRvWMHf51zxyPBJkuJxdZSxK+V0N6OqBapuvx3qqrAjPQGbYZ0EbCe3VttMF/ML2dHkJKHjadZZ+r005voCO5x4yiEq4RjbuU4CNK2JbgrEMJRA89Xb1LEIAbUEKPVjaebFt+RXjxywmOYEsM6dOcK8ig5c6zLZduNcVzGY/aRgAz8nvh/G6Jg5a2Ovfmw777zF6LHT1sTVXWpdPSylnKp2Yh9y9rRbNQCrhlzLP4zqB+Mll2j3xXILQx7dOnPAFXy9abajhE4wDVd8t4cvX/DqjE02SsjUeUKys2b+0XIxMMS2p6nMikA2RyyIXJfEpgKLrXl3vw2fO+vqT6X8juWwjRhHrvJkwqPnQv5m8eROLQf2Ooe6gLcmL4crNP9IvHZ5WJWGZs/a6PVr3pBPBIo8mEa7jcg6JQEhl+ZNKX1qqU9AEFgYudAyA4X8XCxbexmJRkG5kRYW/WwViNVQKX+fCuHR9BIt4QTy97QArCvMQ6R4Ts5YRJgaQvKdlL7R+k8esp5TR12epeKwZhWWEoKn8P5IhIj0GgCOzJ/RUu9aS9JrtU2RxsaxsR55XjLPl1OLqxod9Fzy+dnOS/gSudAiTj6BLBxgRa2SIwMBg/xKO0VGIVlr66BQTmQvHPSA5QDG77yMk1Q+QVmdIlESHXuJkVhiJ2/RMBmxhNu4OJ5ZEYDqvwPLCxEVDgaXAObCQIFqfgXZK4YQMUZhIaB/dqm2JTe8Uw95LhGgJaB0OsWQ2ytQF1fye2+EvfrKM+1wl98OtpXbdLvPDnWW26EOnx3trLBjPD7dXm5Hup4C65RjL4WG7HhCziWVUMLGDZjq9lQfknyXgOWx0SPyq68B19fUpyS/C1DfzS8B71vCwH+8fdN2sWVpLeJAHWO76jiJagFVJVd+P2pggCKnj9aJ/W9+aqe++M16z19HjduPYEFfFQxVSW5VRVt8LYxVizJYB8A06rmGVQEr1ZIfbUYeLqgrR/Fbw2Zwe2zr6dNWS8tIOi3whd2MTKNupNbz5xc/x9ande5Eb2XqbTHF1Wre72NOxbINa5DJm63x0CFb4yu2v4Q+Z+ll2bb74lnXl1VBEVYnt/x++QrlygvshbDnbX1hBmHYDOw4wknbx3anG2xx1GJ2rs/CijRiw3JOMGlXHcl6v0I4ydxqD5GRNo/vRbe3UJwNpwAbHh9udTv6bPf1qwCLtheApZpViVRTxAttqKDO4JU51LoIG6Vi1qP4Dc5e4LuRs2PY7ZkVvoq6EwzdPLmLsJeLA7asTJhObf5iZdXY1uOcX5mdwme281y9E3i0hdAq2H0DuVsq7nixqRTQdIC/AbFGOa0k98WcmItg5VDCQNmeBC4xVwTihWYSKvzT5uHa3URmXZdncVSOJREjFnaLAlhyvwdZS/MJnwVVOIwmpvKOAGweZJFOJfRCPydsSNyYZ65grqXPkny/DGBrCVQeiwFqfr6Yy7EXAArelvQuRXA5jy3n9xewEh1z0SzJMQm2Wkkuv5rQsABxaKyxyKa0mopsugMgdfpthnUIoB1sKWNDhnI70VMLY5GLsTGD1smttXaOXU8uDDbbecSPSyiL11ATLwOyBQKNWEsChhMxngCNmhaPPXpHjHbbfmTj74e3L1gH/8QGwp42rtD1XKmrpARyokmwUDNg1+nzNvU20vqVBwAKhzqNh5LXXRi4izCQE6yBiUsCk5/79VzJ3Rx1DLga36yu3DXZ6bacUcKq42ybm6XNfg8AKSfnwgdIT5ZOhJdCnrfSrnpykQv8HKR4GEQnfQXg1vY3RT1t9HLNMBOw10JI0EPjQjHw4t87cMAJHOo+LuTiUER+mIzRNSwmlB6xFiT+oy4EU59VOMLBi+EvMOq63PYwr7AXB4dGppXhJpEAUYCsn9HMnAp+Zk57OyDtxJLUzTjoXCddJzL3rmPfmO3CcVFDGKohNNVyfwAqF4bClmnkO1EA5zlqXStS11un6y+bdLWo7NZ69s0KsOl4ir3IiVs53Gcjl8/DxGO0/XujqjUH3seFLRefYyQ5UVZdmdUMqYam/ZHzHVsV9TB9ijxSrpAtyPIrCRO1KV4qwFqelszvikBCYh9K3hEhR4ZyLL5DgUwzCdVasngp05wIGTXtKQTvoGMuHg+fX6EwTxhLrSRirHBJ9GKrCFY4LnnEinABixUKY2mFATYXQgqQ8/mUACOwRUng4DEPbACP+8rDFBIuBXjRYjGW8q0YRJUgoIJHsZfXv6WismdvUhiosFDASuT7TMLIuw5WXrs83NqLU2xvYyGjqwFWu1jKb/vbABUgO9jKsbnMjrRV2ExHABZjAzzYyoWFHM9tY58uxI1zgwgbo2xELmB5od5TYDmmIhT0AHeD0PA625YCsg/u2cHpvdZI6NfGidSNBF7DFbOW234ek9Oi/cgJm373c9t+/WWaFc+h+jG0hdYPhX/V5D9iq1ZqTQJTHSDxYXOqYXBmO4qeCr9u7ypOurXFyjeiyCvK8BSeZmTzVkuuq4dNTiE4bMXC9Fd7KewFknLaU2jdV/9WJeBTu4ncDC8CvDJk8J6zGipz0NYW5ZGPvYBfsZ5cjPZ8VEiNNMvhZMunoXBV2nqY6SVOSAy70xh/sRnJxBqxko0HUApX0+rdy0zwwUvetCgxlo+wNxvrUB7hn05uTV0q5PvI5oRflZ2BGBDOLI9cG8B21HvqBEAccvJ+LQArRT2VhamA9yaywdpLsGIor8+nxUT1sNX5WeRouebrbYXR/M7FsYEyRCEXkh2zp+iWZscSlET5BZVTyZWvvjF5ICV+lDQFUAnZrQVxo3kC9wtRhv5W7TopplpRmIcjww+rsRcyEryk99B4KYOEfvgrPWBpRjzt/JyAai1ZzIkdGuUZdEM48eXQkATvzc3QlCcAxBKwlFOFCUjPACsifB5ggCxCYOP5sPljBCDTejanCrLW06PYUIALtaVa88B6Aq551nJAE7MJcBw9G1SE8w2KwSTZL+fxBP4uMZjr3UqKtvzNCTZSnWWTgGsScI3VFtpYXaHtb1VYCNB0bCFM5HiUNhQBS4LGGQSN89uogyHZC1wXd7AD5UgrjCXHhWMtwCMAof650I8wUEex2KN3btnDu7PWIdsSV8d2TsoawFRJAl3DCVLLVbz76CkbvfOaHaYYvO3yLQrDONZR+hoBVjUAqxjFDzes6UqTSO0MfjnA89S5qnhNNeGd2EY7eWgwZgoDWF6KicbdkEn+RNsIJ2WRUxoP2gZOhP984S8WiQVHjorGadowCN3qAajeK4f3Qii+nBrQtotzMOY+ZmU025KESNuIobXtAB3KR2b4PE1nYtIS7RnxDH1ctHQRRWkcGIcPInej9rU3k9xvwPpDGLRqma3HCtO+d9x6jiIqAOIianUSLgRktdXLiFsMW8k5EY+bYRGxf3FbjW0/RwMnoazma6huJkCpXaQcAUVjzSRYvKRcDMWxbnSAGlSKhdPq4etuZJQb3zMsKydII37M/JZKGzp3jFodimU3QCZiKOF/oq5mHw2aKgZHr2PuBX+PH9bqOrzX+RXVcrKh0uccJ2o32cjMDFf3AlgyOWuzhSXkURFJMDs1rDBYSx3HS8hBFpNjLib0ChFTwUQCk0AlxtK2QDoGl9zwrruY1+gYGrHYhX8OZADKhYJir/klYIWFeywWAZM5gAGeSECs0O8pqIIqofIxlMInwBJ7hcBiHnM5tXBZqKca8n7dF5Di+V+IoWRvkv0pnu88mHutICRcTd10ExfRDlhrrC7XdtZk2a7qHNtZmWP7msthLpbCwfYKBywx2AysNdNTbccJBy8ArPNsJSRgXRgSaz0DLFmUvgVkAlewrvUdgzyVW33BYJjpI7AP/0z1WdVxZa4hxPKjilVx5W6gFb7z5AWbevPvNnJLKuApeqsOcMLvQkafpJ2DHGuU9neAJOaqJxx0W+MMS3Agj1DHLyGjWKtIbABAQlfh88Pr175vD7YnJtnCSpqstIKT9m8v/s025mUzJ/0ik3D3c+WmzR6VTrmT5kG8RO2qCrPswHkvJ1Jus5T6TBSzv2uG+5mTTqGWsLWQsFbhUBiOaPkU63drJgZOe3Ib5T+Z5D+yL8UwcTWW96bAIk3jTPPFd+gVdwnHCCdLea36q5wQQk9UKJ8nr2L9zkHbffMayuYBx5Cqmcl5UYYIU9DVhliy1v4W8oL7/MYxrE04WGJT2OAb8/EW+rgKt2p89XZ+Hi0qA5iBu2pt1xxjC1AZVdRWH5nzM/J/UaNjNupmNCF0Wi3b/pTl8J5Oq+V3SMhMs7B1q7FaDXrm3IpyFwpmkmttRtGMT0m2l8hBNCcjkoJxNIpsPA4FDaERqBZz4ioc9ACl9hIBzAOWBAwvLARUyO5hnPQqIi8njFZvVkj4Eg88DljcBkBO4HCgAmwCloDG48q7BEIxmlvzTCbACVDBFUUIGS3wcRSDBcNCx2KowB7QnrJWLAwVr0K7fi/+TgHLgYvHJWI41oKtS9PX2s7afNsNc+2syrThii2AK9f2NpfavlYPWEcIET2Ro8IO497QOtNfZ+cA1ikphjCX8q0FjwCPWOt7FMDvGRH9Lfe/wPH+jzcuOz/gT8wZfOfhVVgKdiJZr+ti76kuCpJcqWtQ4QIobGXM7BOgDn3wpXWenqUdhLyJsK8CwNXsmXA1KjGTxAq5I/ywVwWgcpI7TgkVbjW2TO/RbHaNMVOL+RLqWbUj/dZ3nryCz9Sk2BDk1ReXvMCGdM2Em6ecHK8BLBXYnWopIqfhQPgboVVuG/nSCTY04PNq+PyNZUXO6FvWUwcrye3BhnK419cW5dr/u/gF21CQg42JkQA4SFTjUsFW49DKOdk3FGzh5KfjltaDZD4nzwkWdAoTlmpLHnkPVWxWS/06Pi8EYKWXF7p+rJ5Tx61Bznrk+1JepxFqxXzuBnKrUGL850JfYJvXAi4SxyhD7KYulWF/xX+XwnQmbQ2UTmipfb6qYK6MhhIbPDtjXTP7Xcu/nOz6G8SYEk/0mRIx+tkQIqkAxY8ws3oQSb/eb88DBA0IlYqovbiS1d5PnqVpTzHJmy0MVVFh5EYEHP29bqM7xIslnIyLYBEplm7BBAJWsClSoJLlSaGgwkJ1HWtP45VrGX1NiBkSvgiwiLkEmnlg8bsoTAwymcdgEjQEMoWJHsg8oHlCRxBcXoF5Hlj8LBc+PhMWCmTK056td8XAulIP4zkKXLEClpiMi4VEjTWAag0ixiaioG4Uwj0N+TZcmWk7Apk2VJFhuwHbeEOhHQBcR5DepRw69iJEPAybHeZ4AnAdR9w4AYudpv614Ftk9UfKqT68Y999dA9J/R5u9+v2Ca36n8nuRFvItcvYlwBUHYASsGr4J/oRKyrIq0oJazqOHLOJVz+wXYSC7cfPcoKIfZg5gRO9mqKodt7QrHTt2qG56ZU7x1HZvG7hGoDWQKdwK+Gh9q9qIHTsINxanZtrL6CUlfS02ODlOcB2yNYWFthzYQs5yWlcw4Eut4X6omR6FbgqUdw2lhW7E7sa9mqjE1lDOqsAb3ZbKybfDLqQK2mP3wmLEjpyxV+bl2kL+dJLUcxaCdlkYpUIo6u75PgSwJLXytBMiswJqZstkWEtOZyQ206esC5aSyqoKWlXR4WCmwm5kjIxElejbDb6cfcz9RewtBzc52pXKgjnACw5NdS8+Hz4S5aJg6T3JC0hmI0VMipni05Lo5mxga7gejeZt/bAQVry62xFxmrbdnSfjTFSWzMvtDNkDROmNE03k4uONlUop3WnCuaVYrkMRlyG8yO1lIZHBJwWPr+G721NKVuy+n22kbWe7yspL4s9ubagKqYy4WkzZYY013kcwskWoZCQi5n23pKQ4TVEasoTi3xKy5tLGDo/rhrG4fVhnMRLgmCKBBywzlOVEEb6P4HlxA0PXGFhvDbMu/0suPQZAlYQTNEAWevZfOv/vk1oSHjo/IT8n6USOubiuNyFiZ4Uvwp3zQak9zLU6N0w1Fhjme2uKwFg2Tbsz7KRAKpydR6hIezFOkA4qNzrUAfMJWD11jjFUBK96l8LfqTV/hH+v0cfEfZ9CMgA2CM2ShBjffZwzj56Zc6G9tDa4EDVxggzFidbBSelj00C5HHrPTtn4w/eQzW7iKp2jPmAxx2w5AGshi0CgKoWUNUSBspIK8aSKlgNkJrItZqn6RZG1KgmRGwhZ5LbYkVGGi7sWMZNc4Jy4m7G2bAEaTicupSUsk7ypE4AGAC8pU7+RhzAp5cEUOIxynYfoU5GCOZ8gbCqru5rOYmWICn7abtonz7swrn1CAUJKWusFWk/QI6nIS8q/DoZe5tEAbqhAWzL/r1O1KgjT6pB3KjB8tS0FwcJk5wKAMo6Pmd9bhpz5wuteZRaESbiZkbATd66aFP3LjNRCrGG3FTO9jQcEsu4OKxmDkbXwQnYGpATugZQDMv5PvUzHaPyeu1osoU5Icsw3K6ggD16RjuqzDlgyTZVCyBlpZIlTEcf+WElyqmzSFEUjmALnJj1CVxw8okYmOiL3C6JP7u5wVbDvqsRitbBYBt8Rba+KMfiUtfZBlhrmVwZicz3I4SORNBQI6QbQkMtSHnWEoCxBJFCS+ylCU9LOPFDYTfV/iRkuPtOZp8XMnhNEFxyY4ixvBxLoeCzTAWwCCGDzBVkPAHLhYPKw1jBgaFeOOiFhMvEXiiYCgcdyADiMsJDBy5+rzgXBnqgkogRxxLYVlBu2IABORmHTX91gU111dhES4WNN/tsd32hjVblubBwT02BjdcX2ASPSTU8THFZoeFRCshnsTsdpe51nGLzAoV+39Bn9R3g+gbm+prbXxMafkVdS31ad9hvtZETsZF8pBbZtpIQUCZbH2FFOTmPZlQMX79PS8irbhx0A7K5GKgMp4QcE6otibXUGKjbYiy33xQ2Jj1fhRNDfsAmTnTtYdUO+5VxZX+J+HwlBeD85mrLaamjRWQjDu1sl3dU0HTYR4tIGyAsUtGYHK0aUEnNi8tIZpO2dMKl6fluXc/CJIeFhmtGrUlig/AAIgYiBaLIquw0Ggl9eP+OuPwnn+K3hmqqACv7kx8ZX4M4awBX9c4RN0xTo6KV38g5UUyOtQnVsYA6UT8hWmU/w2G4GGw7dZTfEX8gCl7VKGOqxwhJAY6k8aT0ZEoKydYyRgjbT2jYiUuEupsfc20JIoTzHOJprOT1mvakvqqVmam0/edb98Fx6z9xmByJRk2YJp/u5LIeRlZzwVNoqmnB9Xu5CPB9FLTVufB3CSdMBezZsHfclTPUCZ3dXG+rYC5dbKTCbsJXmcqKT1nn8k21mCwhpI2gtT1mrTYWJxROpKU/jk3ECf+WAJjFgMEDF6GiAxispbCQ5/UaTzEkPARQYbzWW/8dZKEuBwNEYTzu8jCJGACDE14gEmNJ2AgWlyPn8yo3MFTspfsK/xyTSS0UqLQ8JnNA43nVu5RrKQx0ta1Y5VoeewlccbxmjeR3Oo7L0lfbQHW+7Wr0ERaW2QRS+7hWY6ntAlgKDXfV5HLMQ0UsRqYvpv5VwratKiQTHlJgXvCPd3BboAQ6YAEyMdc3bt0BYDft+BFOjLZmWkLYdocEvZLCqWZYVBAyFRMGNjO2bPLVd2GtS/RZsWUpjYvae0pKn5PAkba1Fak2iqvjtgrD2o5HLnTtDZzdTrctjNYAS2nyrXZNjN7E1ZkeodadqJD4BdNqfJhN17tcoXt6AlvOtHUfO46LYZqTHqZSKMjVXQn8WqxBeR1NMOchL5STtE1oV8HJreEv8tGtpuDbPn2A/GmAkyjJTX7afvEM4aTyJMCCglfM3+h6q8jFygkn1QoicMn5oX4vP0KE5lcUIhxkM2di94UzsCR5ICesHBBDjAPoQXQpQ83UizNI7QAAIABJREFUTHYxoGpwsm0lYjMqw3VejYcvhr12V2duphZI3Y2taPIAg9Q+FX81RkANk6uyCA1hkXL+udXUTPrYNC3QzzxDwslYBJ6cmhL2EaNTGLWvgNkiPn6mvJIK6Z4nDFvNsbgXo6/LGRmjDQiVY3mzCdkInSL6elhLeei6omyLT91AKLiCSbo42+l+TiKk3MjPisaNob2M5XbXZKclhIGLHVN5YaG6h13OBaMFQaX5GNrRZAkA8Qq+Xn7lmEtACif/Ig8LDaPkoPDPPUY4CVCUV4m1FDa62woFWQKTJ2TotifTq87lesAcqASwecZyoKLOxe8cx+/nRItYwj8YWA74WAAXh0ATByCTeExj09Jo/OwoTreBimzb7s+10ZpCm0Bmn2z1Ay4BrNj21AGu6ly3xmrykefzHYupoKy8a8FnAOtz1tdqC4GtHn0k9mI7nk9etq/IuUZQyWqQkGt7GbpJCBhghkUAl4NyqypUvh3X79nwjfs410+6fiiNLRMjKbfRHr8KBTUQpnEfViYk9SrCPz85l3YNCcBa5SiHddiaNBZaEnwhu4OkkMPkaKgLCfvIpVkL4N0r3s5I5h42DsCVMXrxBHmJdlrc5xjLOwnVfevNYpc66Gd2YCVhVSWhm2b1afCLwLCJIZcSBrzx0SNI+jmcmBXkSMyS4O8r6qZPqgO2ggkrYVQ1SDphhAtFLc2PGkSj9vn6cZiWQq1+lj6rR/M6KPiWUD/TEJrOGS4yTOZ1HcGwvCbo6uencEKvztqE73AQV0aPpeEBLGKsWx8XsEB/G+BQtzADQgFVJd/9eoq56/K2AESfVRDbt9AXtJPB/b3Mxmva1WupvhwcI2m432sYeMNkqHZm4dNSs5ELzDouIMuR730IMJl8n5qH2DyJu6Xa7wELttpQTvs+yuhGgasIl0ZJPkXjjTRornGS+2LyJRWNE1AJtS2Qcq1FiBcCmArGizixxV5aApWMugoVBSbNfY+OoxbIaxYBHjU7qi1fW7CG6nlyKacaAqgwt2AmHgsV2CK1JHwoJIS1+AwxmXdcDLAEKAGM4/xtx1wAK5rQL+gv/G/eQn6ux1p0HQCq5YSGscj1cbwnDoAlwGbrAZYm6dZSXukRuMqzbBuG8KFAnu2qB1ANsBPS+96mUtujWldtAYxVZJMNRbanJs8m6grchuMLvmHLnUcfAqoPCP0+uGZffagjfVd0Cr/96lXrggU0IjrAyaEGRlmXqgjzfCiBrfuP2shNisHkVo2HGPDCiV5HGFJOvUpb5simJGaqwbNXj7JVIvUOUMnRrvDQy7cELPItAVA5GaGhhnOK5XyEau2HmR947pxruy9EgQujRlO/e4c1ETbqs+V4V/5UjqNcdaIS6kRiHjeLnfdrpmDQl+d1D9PoSM+YdhIpIEdZjm3pJU6QxLQU2+QrY8jlRvadou8qZRNG1iI8dTWuZ0riSC3hbCNg6pjGTcLFQm35Fah9ZQBXvj1vyAxtMNSZarEdCXyyMAmI1bt5DKFhSz2M1NFkO86ynes0nklyL4kNAS4iee1NLizLaW3hPu+hEbOI3LYGb19gENBjss2gBaRqBEtUb5NtnR4h/NyFqJNJf1guIXMNFxPqWoSXmoHYNE5uOMWsesZma6JuBf9LhaIa/lnIhSSNDuc1JdS1/GwRhEsjmdyvtKcdn6MaImP4XsJo/kScQMSQM0M1t0UwwEuwyCIYYgnh3SJCucXzS/eDswmlEsrmpDnvYqslvMcphgrHFGLy2QJNiB4XmFgKBx3AFB7yeHAFZfbgMSIKoLGUZwUfiwIgApoAFe3ABWMB5GeBFaxzqacrnguAQsAYfs+YedZK4G8VYynXyqbk0JGfagPFW2zAl2H9pVtskONQRSYsBZiaBK4yB669zSXkWT7bOw+uKUC34Ht2Dfnxi1fs+0/vIF6ItW7al+/TjwVznT2NALC1gyExFDdhrApOHj9hRjUhnLYG7Tx+Dvf6fXZTnLNKVL5S+qF8rEJOdm1n6iYZiZkASRmihYAgQClE1AmppZNTxWHtJ+y2JgV06ltq2Ms8dkDafGA/pl72EJ5iKCdSeHK1jxNNJyptJoR53gAVTjoSd53AYh25MzTk05tZwaZwAK+Skz1AUXZjeSnWnzW2ODERhwZyN1fBqLUrCZsyCZkyCTk32Nr8DBTENBwQ2cznSydMgjW4om/GtaA9glWc1baoElkaaF7Mhb031zdQS/M2X1AdTNN2taGC8j7dbqAjuXkvpQf+Zm/sNXVBgFcL25XCxjLP5nY0u4JtHsCqVOg6RI6HOimBQmyn0FDHKiZMlQO0igGiCNwi2c01trIwm6GfVc5hX0yNS31imsIrsSIfpVEATeX5lPpay2xli1bCQYWlmvu+BqZakZeBA76UkdU0iHKxCaWYuhAGWqyQjxApDHDJ7S5wLYQhFgpcACAILHcEWEsAXCRstj6FfbtguIWhCwEezMTrBa4l3I7kRFY3scQIgcsBiMfFVmGh3NftCEDGepJvBUEk1uLnRwAkz8CrEFArCCqJF/MrCCwdYSsHLI56PlZKIQAMPhYjNuMisDJB4KJgTK5Vh/N9a9Fm6/elWV9pmvWWpNhAWbr1s0YCOTaFsLGntoiaV45NAKqDbX7HXON1RaiC37xhvzCP/Rd2FPnxs5ft+8/u2XfMDvz8vWs2zJCVWr78dhLqKlwW5QgWFQoFVdRFies5Owuw7lnrsTOEdhO4vhnxzPPa1lRhnnYJESupTuUHVGIwHb38atgl2p64wQlGDUpgDPD6RsLCOgGQRFxm1+Z9Uy7x1omqHKgCMUG7eYglxFRFFIj1Oilq6rVSSFjQ5e20WEmLhmTpNQgMkauTMOQutBf55ys51wjmRLxy6woySdwLCIWy3dU/g5wui9rPBmpRckfIKZ+DYzyDoq2EFE2kXUlOspnmRoW92m2ynouBZP0Kl48JWFreBF7tVqKZGI2EYVISJUjoeQGmfnwXwGfMNKJJMVGBZlmUiF1QCTX8Ruyr15YAKoWVNXyWwsqy7Wy/upUpuG3MhOf1WS0NrkblB4xlXIDy+L9lw4C5HezPBagk8afgck8HWNoaKKeNvI+fW8zr1pdQJsjOcBeQtTDXam6HJcQBLEI9cqRQHO7RK8mvnmEthYCLAYpbQdYSEGJwwxP+JZCjSXZfTFjnADUPLLGbQCZ3hdjmKbC80NAxVoQHticq4Pxrg+yk8O/pbS6M88LFs+ASYByYAFUQPO4ISy0F1EsJFwWsGG7HIsPHcFuixwqsZWuQ3iViFG9KtI7c9dZduAlQpXLczFEg2+Lu78CZsQfb0yhF5FGcMwLaAcA1Qci44Gc2Ovjt+/ft1+/etZ9ouf8B9vrxi4f2/rvXrK2fQZjkV/VcTWVf8pN3qOXeD1spbOu9cMW2Xb1jDWwOV8Z8CzkoBBrlURUIEsUIC3JTCDx6XCGgWElePdW4vOEw+PxgtTreU0B4pm1sGpgLWI1BV4qcrtAqgsq86liIcEb1J520mqUnBc/b62rAAU2Ni1LH1BMlcG2k6fFFrqD/S/9Q3Nlqj4jinx6PfL2uOIvcIpfXcLWvLiI0rCFXqaP1RFuatgFgtkvtYQ+rbjbI62MkGSFcYXcLoogmLLWaptwmk89oXoXUUKd+io2V2/H7NRICSzYXKwlYEi/EXgKUwkK9RqGidhkpJTx12/zoAsaFTFOZVHhWTie21RZDCmXLh5HsYSK9RgNmssmp8rvZEgmGUkuIxk/ndTHCjSUG1GAZNXLKapVNi0p2M/5IbouxpJLmtTXbJtwqqwpy3XhqNYlu0EWI1pEQShPaOFyhYAxtLWEwkEJBFYwXRcNWz4JLwBGbxBL+AShtHK5cS8BzORhHT8TwmEsm3Rj+HxIpPGVQoaCYSqBSXiVm8nIoD0hBqd0DpNRBgcsDlcdYQWA5xoKRlgEat2Aoye1Ll8mV4dW1VDCO5Xmv7QQBg78pBsAmIbuvhbHWIdwk47apy1pvrTmYows2WWf+RusqoH3HB7Acg6XiL2SMAqHhIIXlHRVZHrgQORb8xH5Xv33PDPYguB69br8Attt3z7mN4gSsKoqf/m7msMMKlbSFaBJsNSbagcu3rfnoGZQ8AYVmRHqiAgKEpHSFgABJ3b/qkxJraQlgtQBHUrsKx2q598nBoWIyJ6X2mRK4xFxS1CRx64qtk1V+O219o+Re913IxxVdj4mxBLR8wjSFOKl+H3JxjP0ncyxe4IsNTYxlE+x1zHjAS4ftZzn9UskUcksGNNqsDSaq4iSrZQhOC/kJew/jBM8jDxErqAWldIhtf8jtyrah1hGC1ewatKZJrFh7Oenx6mncmOYCNsKuAcCkHEwhbS2hrpi2gfFojSz93g0ATnUwha5ajt0ksqBS+rmIiK2Ur0nlFLjEcLpfgo1MxluZfuVRlDtfgBGwNP9QMwflytd9zXPPaW/G9c7wThg3r50tgQgxnaeR9xWJ0QGd2GtzRTnThpkvr5oWgoZMy7rwKM9aRHgk32MUCX009azFAhaAWqRwEIHBCwE95lJtK0Qnu4DIexUSClTPspruS7hwGywQZgpAoQgbQTB5x6BYITB5qt+zDKXbXhg4n2MBCuVbsjkFcyyBSGBygIKdlnLbiRqEkJLeg8/F0tUQx9+ntZS8bQUXhbUJTNCFsbSKk5Osmc7y1uy11prF4nYH4OomLOwiTOwpSnHCxg7qXAoRBwDdeGOJLfj1u3fs1+/Z2ICJtj+xDc8v7Mr4+Mf37dipaavin1LNP64apSxAHlHWy3gzmKX54BHbDqh23NDgTSRywKT6VBkKXzlKoYAlAGmWRQVgKyZsFKjEWHpcS1J7AHBJgtd2pD62M9UVXiZVPa6tRrXxdb1c8Xj9lEu5VnrleYgSOtkapwirlHNw5RezuSt1ewvNkjQuIt/+ZeFzOLSZh7BhNV2xzC3HtrMyK5URa6U0N+ZzMjYQfrIbygh/Wx85RwdhFUxUOYzMv091MU1QQggYJ588OWVdx2lPIbfxYfD1bWdHlamdNnDqkPXR6VxOaCbmKSLva3AKKKw7LlBRv1INDLaS8KE9jLWXsfIrgUWhrLc7CcBSyYBQ1lmpAJdURoHLz98qgOURuuUR1slVoTkZsjEVAKS8LvqsiCoKBDTlTtzWfR0VAqqAXcTFpoD/pS463tZAvI735sBY6TW1hIPFhMuFDlyyeWkf4xBCP02uWsJSOKg8S97BhZzYi4KLfEjgEmC8GhYjzRKW2TJEALGXYyteExQ4QgCSciqFeerNChWTscLc415o+FQFVB4VZC4PRB6LzQOK54JhoWMrwPVExOC2wr3g8gQNwOUAKBB6knwseaSzN1HTkoiRAMBWw8yrMeeuotSQvjrGGjPXWHMOC3C1ZLKymKIFeylE7CnYbH2MU9sh1iI07ANc21ESFwhICgd/YIvTH2Gvxz+8bz+w59XQGCcv/5BqvvwAfUeawa7uYIV1nSfYIO7qXRjrLm4Jzf4j5IG1NCRGIaCAphxLwoQApY3YFPrptnKsKj0vNwagkhpYAYi05HwQWylP0fBKbY5dD2DlRCgGWE40gJW8gvAwcyemCZNGnAdOcyaymhqYoJRMyIKipX9IAiO0UHdicQ/EJa+1VTnpiDDkMAwFzcHaVDFM0XtsOyMApgATTglaLLYenbLdl07YDjZ5bpgcQrUbxZNIUZad00ev4CqZpqg9MoAA0MDvC7OMMpEXF3nzvjFrP7jXWnFo+AjfJNbI2d+IwKGNxMVQbgcUvsM6WLp5atIxmZRMbdogxhWbiX2VWylPdLPhCWvl1tDtQsI9sbRAlQO4xFoKAXVBKQd42gBPDFZMiKi9vuR6LyE0VC4lAMr4q9taKi/oOYErm/xsY7nPVubNsxbMtXTDWr5HnO58lwKX1EGxVyS2n2g8dR64CPUAh1t83xIutOtjRKxWOI54GAyGcyHgPLgEIsnpnnAhILH4DDGVt/i/8RrJ6l5/1zyguO8xle7Ph4Mu15pnNX6+wBVcnjHXYykPXLoNo+k1fJYDFu9xqiC/o2pcrp7F76xwcBXAWslIhI0roqwqjQbUrNXWlLPW2gBXczZOHcLDnsIUxI0Ux1pbSxA0KB4PU1jeVpqBeMEmcj9/+yZgetN+YqPu33/+yD766AEO9lbz8+VX8k+ohXGqCde0mZuKpfIDDt98xbZfuU3jIs51QKVmxoAEB5baRALYlpRzuC1MAZBYSmqgWEvDVLTkSJdyqHl8Gk0m8Cl3E1tpvkWAo6YZCVgCmZoLtQL8DlWEWy0wg/IuOdGLCW2WrV3lBsws5iq0jCKfhqFErIilwJrM/PhmfIeAYTtbmw608LMpIxwANIe5UBzVGLZBQLEb4DB1d2YCZ8ZO23p8rw3NHbbhOdpc9g/j+RuxgXP7cWnshXXUZcyJSahYBcAC7BLSMDlKUZjZ9RSOCwhj1Wcmy5aK5U2UG1LoKdvS1OKEGTGXhpmqHFBJgVsbh6sRUu0k+pvEyFpiLOecJwws7AVYRA1FqJzKj/S4lphKxd9CIguNrS4mVNVQT3UWi50KCRNVyBawtNeWt+8W7+d/K0ZT2JjVVM+ob5wYCBmyN2lf40Ux0W6HEk1x0rSoGJzvsXQBxNDNrM0UovR4HH5BWEz1rcWctI65BCZCrnCeiyKP0oQnD2AC1RIHLFer+m9MJdbymCvIWE684LMcoADD/81WHmMpLHS5FoBz9iYAI+AsIxwM1rTcjEM+S71czqXB5wlgywB1rBRBQCcxIw5gqZ4li9NKLg6ruaAUro+3yvSVVstqAVQthIPNAKsLYPUCol7EjO7iZBO4dtYWY3/KtwXffYnU/vVr9sv37B7yPRt0//axXb15ip3t69kvGLbiHxngKlmB26Aalqkkt+qfu2EDgKr9xDnCnUnAxFKLPc8JZMq1NDRG4aGWHO06uWq4LaFC+ZUDEZ8npirjSq19gosBT5lCIwCoHEsA0xw+N7aZXES1pHza8xU6aoyYXlPD5znHRWGu/eWlv9KQxxe6Kt6SmOwaQRK6mZ6u0k4Eif5Wq9s9QOjJNKlRtm89uNP2PbhgY+SSPWembeTKaes+ccAaBa7DeBgBzsDJfXTsHrWtJzSjfYCiNPat2RnmbMwwxwIDLjahoj72Vh5m+9Rxisa071erxkbtqO3wQZTCKT6TeYccdZHZVINU38k4A0ClVc1FRFObxFIK9RTuquZWBQv7h3VBUVioqbkKMxFSkM7dhncCB2DSbYWFEmrUvuLsWLrIUHdUobpEwAc8Lv/iqM3zBDZ1VwdZS3mW2EwA1ObhGkCzpjjPAWsxOaom5SqUjuA71RjwZViblG9p9vtSci5vMYBGORj1n3BAFspJ6pohCavEXpGE4+GcrE4hhK1CYS8tx1ZPQsB59gJcChG9UPEpmCSp/59hYTDvego4z9ok4DhGAugKAcViChmfBZRzbAhYDlBirKfAUsF4Ob97EsBKJAdLW4m/NHWl+VMSrW5LkrXmrrPGHMCVDWsVp1o/oV9vWZq152104BomLFzwHSrgD/PA+u0H9hCGsQ5wxfZRr6kh1KhCdSuFDXwAK0BI13TomHVStxq8csvtwujlVArxyCVwUASBVQ3YNDVJjopyciRJ7XVS++brVWIwdfwKUNo0rpzP1hRZhUtiI3XcamtTnXg6VvI6DbrM46pcJueHamVI7kr8NTzzL6EvkUwv4p/LyYBLIJIYX42NZV0SJBoJKZkstQe5ek8fW/iM4OPbZ8NXjrKb5Iy10mu29eRh68Fl3j6j/bkmcE7stbaDAITVOLUDqXyIJkeaNBErKoe68f7pd8DlT7t8DePNchA+Kndpt5OjOPUn3Wo/fIDeNMLH4ycpjI9bPruvFKL+SRF0ISDfiy4SpRTdNVhG6qfAJUFDmyVoWq5YUWGebmu7IG8PL222IAYip2oHWLSXiM3EXD4+S+0hyrE0TNSxEnmnQr8ini/pxQvJc8XUJ/VYUOgQALMRMhJzM7F9ZVlsOhvl1ZViIyuzuI1r3JiCCIEHYGm4p/IuzR+M4nY8TBaHahijEkYiw2gQLRT+/f90vVd3VumWpckPqKw+EYAkBMjhTeC9BxmQ997jIYDAI0Ag4b3w3kYQ3scxmafymMyq6sw8WVlZF1VjdF11X/dFj77q+7ef593aQidO1sUen9XHJ7HnnmvNNddabipRHRRctpbEXCyCSsFC5jL8s1CcgOrdXIwkBzM0NCQUQGmrfgqm5DYJA5OalgBKGCsN9WLPls8Z/gkyP2eYqfLzsmNYaEuJ6mDKVjLWtIIJPM7G/S57TQormEFYA7BqVs0NDYJr/XwYa2lkrd4ScqyKDdifNoTdVXhUDQ3L1gCs3yOvEw7+F0WMf/ox/Cdyrb2ENTXd7XFYTDXJciUnczVDWixsbie/2n3vGVsY73NC3kQp06WO/8/wjxyrCteFIPMKreqndclJthWcQCpkCbCG61uEge6ycmqSHjxBolveUKhBx4JhEjmIQ18UNbyaqwyqFm7BWa8RdiPtFOP54/wieyzt7VT1uapOm88Csk2rWWbAEE3a8duP7WX82EdsHRlkhBhiw80z8f7Oa2c56QfCDryHu9gOuYtu5d0ArIecaRsA23llEHfEGUI/p0pRBjhF7YwcraSnhbDSrfZtfK+deATPwAydhLO7w66bl8JH929hSCbvOgdIGVe97cZNLkgXGU1AyMyFxRqcNboWxpt539/HPMowMFUKBZYsJhsroyuv1yLB1yPSOGXXXErrlcDyvrWr+F7CZsNC17PKWhUwlMqgh7WrLTBUI06O2kOAGebb1IME38sicZVEci1Hx82gNWYlU53qPkJJ7KCVH59mDvmq4WAOLJVPmD0Tj+JM1FUZTIOu05xsKcmb4ezBRLSwCbIAAWQyuUoWJ3IiYCRsZSj4l+FgImZM4r2CStaKbARILRQLnNHASpkq3kZWSphJi1MUKQhHY04VQTWasbIBahZTpCbE0HAar09D6BBUEVj0883g8UxYbDZq4kLAVbpsdmhYPT/UoRLWAbK2jSiFxctDV9FyVMKVYae1rVrARf/WDmpeY/70d+ZY34c//e/fRWD9itkWXRhuG0mQ66jY1xB+1HIyV5vjMP9v99CjcIz8avuNB6H93FVCvAFCHhREGEpgGQYaGjov0HxKd0W9+UQUKqhjmatxpa5DnjeUUwGsJrewr8iaTw0nlIXeRgqhStQxoQdYJvcCyaMUa5WuipW4vnMRJ96jWTCTuspUADVt/qzYvlGDhF7GyV6DPN4Ku3ScPRRZav/QBUB1jmOA1pNTTL29yPMXwt6hy+Hgw5th/+2rgOl02Eo7RyetJG48McRrhbG6B47FPKyDoZcr68tZOLAFJqfIiqK49QLCxYXTEZQ9gHH/0DVCykFEj5uIH1dRFK/THnORv8kxAEB5gAuJbS4eihcaic0rVTzdiayKaC2rcr91OS5shIWucnVsgHmVTJOCqgR10CXhyvU1sh7CRVQFYSWBZc1K9U8AeTREgLqwPFmg4PtLUBZjK8nmYmYRrsRaxYyN3pawsGR9mI30ripoCDjdefjL5jCrY0GcFTIPUWgaF7NsZXnCuGwPQKBvcOrs6RysDCJfyQYsvpaKFxFYMFVkNt8/zFpK8XoLI1MNAynxBybMNRpY8T7v9zYyWryfWJsSlhJASf41hfOjYJit8rjN4/vkAu5c1OOCXBgKEI6wFkBLPIS09BPCzkGGX8dcjKrls0OdrLX6g9C4VtZaFjphrE5CwM5i6l2lqIQohHurES/++e++jargn1AG//VPP4XXnzAViSuXjY21hBtVhl46xAUWcvpWtoXsHHqCMng/1J9kCCZs5XwLHe0ylbMtDAkVMOwaTpRB61le9Xk/QKpHpNBdYT2nEUaL601Pn+IKbosFCT0nm2GRdh47c6PbfBhUZShfChl1AC1/8YLw7yb8gobB8XGYvw2QrqXZhFG39gD1JgrcdfRGtbJWtYuQbs/NRHjYTn61C9Hio9sMernsxkXmF8Jc2y6epOv3aOglz9p6AcZF/WvEPqQo4dEkQM8coW2D/Ono/lDU2cxWEAysdaVcXKhpncUszEVpE2zfPsC/x3yKjotnABctLggZPfScRRaHiWsoFLukwQKw7NQAu0ehBnC4H7lBnyD5lTYu61bOd3cTZHSow14qfjoqCqlPOSzUwrDFcplLoJRzQVT18zDkK+YoixcBhQ5DSZgX9nJxeTvbUtz95WaS6RuYkFXInjJEDFt25uC8n4DM7hyMGTDUkqLV+CvnIWLMDfPo3VrCNhfn2ls0ziS0i+DhBE/BZX+WQInHcG6VhIGCbLilhPenwIoKoSc+oEoBldziDRRAfN6fgQuwOq46FoxHASvmWYAlhoD8zBQANoXPtVYl2HJhxDyBxXfO4/5UnpvK+2WvGfw703ls0XguOeNcWGs5o+xKF8+I4WD9mg9C7co5oWndgtBGrtVRTFhIbasDcG0lFNxLoXjMP/7hi/BP2Jn+C6z1P/7lN2HoAS4KYu1GgNVI6NUqqyAaKCQIln2PXtIq/xy3xXUKw4SBsd3epW6KFcy3oCAcbUuwlQVir9CGhS6M60DFs9lO609rn7kL9RzA1NbPLSeTYZCgSs2r0aYEgHSv284uSznhyKv3GtwC703OCuOh81wKelOQgOfR/WmNahPdu1X7emE5/HSAo+3McbY6XmEH1onQdWp/OHKXOtyNgdALSNpOAJwTB8LOC6dC23HmSyBC9JwFXIPW2AQVDgpWnracPML3PxF2XxsMuwCiy75bjtph3MPUo3UIC618d8Za91Bo5krfdf40wzUZ/zZ4IvS9fAwbPiB3Y1EcFxQvMvanNcBM1qhU//zdy/ndLBvI3vaP6bBQdrflRJZS/TTcq0SESOdsFNIZLcCiyMHz2p3qYKQKAFVEblWKMKE4IYOWYUUnAAAgAElEQVSVkl9FCZ4Q0XJBXAoOsKr5XWwlWVpdEWaTX6kMLqmkCXILuRbiRd4i5mAAHlXBWTCVU4pnoLjOWbYgzGVLSXRkyEgcmfyfZMICkbk46bMmJyGgj0dEi+E8K7IXoJjEIbB0vUdAcWIb3sVQEDCkwPL2nQvjZ88DKhXBtK4V8ymA4W2qBMbnBFbKVsPAkrlyYK18ACb4pnLowlDEmAOoPkDIWMQclcIFU8PmJdNDFaCqWTkXMQP2Qilsoa7VjvWpk9pWJyAzNBzzD7/7LPwnuoj/9PdfUyj+MfRz1a7pIVzgilcPO9ST/9SQHymPdzHV9sTbHwDWS1pAlJExzyJIGAKW7iPE41ZRogbW0cqkpckaVsdZWsIBkvlVM0XTRlhLG5DzKOI8c67gOtndEyVTKVjIbILZPKuK0FCTrQNcVAmLmMmeix/tFxSAJ/CLK60XoNysoQW9mhyobBf7rD7cCsAJjRAWPryL4HIFFwTex90wlUctsnsb03G3UuTt4D29hHd1hI1tx5iXSDtGNzlVJ3lZNyDzit49cJKtkv2wG/kYuVclJ7vui323aBfBab6mqYzO4u2hu5+59Sc/DAephTWTkx19fDPc+v5tuP7dF4wcoIeM2pbmXYUcO4Z1sesHjCEvbFXH767NqQihwYExVYSCGmm1cXnrUc4FrxrvoAViZXdDRdndwxWy9cj/W3YQ2vWQUwGqxJmRuDNcleTiuiIYKw0XFTjMwWzXX1CKV7AMx3t1Oe36G8L01SuZskvZAmFiyvzZFNoT8WLybBoeZ1HjyssJ4yciGmHaddiMwEqLwdn0Vk2YjEN+sgCbwC2Am8QB2CbiZJ9k75XA4kSOwz7zczDXjgKUAOO1dwfhG48FTy7gSGT54ecARR7gjY2Pgmz4fRFY3FdWNxTMBUCGf7FDGbZKb2UuAZbvwXumAsDphI+zkOznALDZU7LCGsLBogVTwpalM0I1wKpeMQfmmkvOJcA+iODqwU/YS95F2wit+ADrP//+i/DH330R9hI61RE2NHCFbIi5FW3msFYzRWCdFqe//A0J+mPCPQaakC8lvkCuvrBV6g+Me6z4GafT2i5iG4g2H9nLPi0BJUM5RkzhopIrbDlX2jLlZQ6bFzXkxl1TAKwcwG3BhaCfrhx1cjYtHf9bxvshwz8Cik0epkmHY9YyyKOFk7twexvtK4dR+FT7aIpEnNhGEbib5xoAVMMB5OUdqHj7e5jaxNDR/duwG+0LO28xT+LLx+HQU8YEHNoKuKht0Te1DdY5/ngo7LtziYsEszYGmWPRb+PmQUSPAfrDGAxK0Xl1Yxlg3R12MIOwFVl/Pd29Rx9eDw9/+1W48vUbamL3GR19Jc5WVMSoRawxn0qKxFq33EJiAZzwF3k9jgeAhVQDY62O5xwdYN4ksARVBeKJ7TTOFVTccImeoV7qIVTYMAzUN7gZmb18L+CEvQSY4BJ8pdwvJsdahdyupcmQcCGsNWfjBnaA0aaP3O42kplL58e+LH2DcTQaQ2GyJuGq8KTl9QxOzkyAI4gSIOm4GAbWqOdlsSzANpEjETA4wfkMC7+ylM8JGgvEkbW4n4IrARPPc/LbJOmtgBBUFpZHgAUoY00LACa5lUzl+wRkAizf7+fFzxRkfO+8nKz4PkPGmGcRHs7ge8xE7FhN234RrFW8aGooXz4L1kqAFW9RCxvWzQsdMNdW8q4xv//pWQSWsvvf/PrjsA2rTgOqUwP/ifZfVexgZh3+vU46gy/9+Hs23v827GDPVevA5ZhPOTNd5nIeu+721GERfYGEgrZ+tAIsC8Ae5ahgLt92k4aH0notDX11XGlLOVlcs+MKHVvMawGnTowq5hbqxrDeswVRJWtqQfirjPcoSiKl8svmYvUvZQbBtn4sV0cZzwYgPnpIrxgn9aEHdPIiThy4c5nXOPn2cqXuqWdGX21oOWAO2RI6j+2iZsVW+ztnw0fU8HZcwxmyrytsoyhcv5tNHaf2hf1XT4eTz+6ws+sKBWSVwvOw1wBTky6G/he3aFSkm7iXLYq45OvxH7bBlkXdLcz2OxWuf/uK950Lp189ZWT2XT6foZv9liZ0oSjkJF5Ab7Ux6Res43Cikm6KLYSAgqyMlhjrVoZzxfwfre/EgkXIZyhoTUtTrjmW2yRTn2Ah0Uchda5iAGahWCUwdVysJxwUWNGsixiiA2NRObMvcO67EkjGWoiYMXPNCnyDyOhzZ1EwnhkbHlUAbQfJnGQISE5Cd7FF4EyG/WRNhrU4obMmcQt4JvCeCRN5HyDMhqmyBZtMxYn9rmDsfWpbvH/k4D25HCmYBFcKhKTzWHBlJcDiZyP4AIrgSsajCTSYjJ/LByiGeFMA72QA5M8nLJXkWCP34/MIGrx3GqCaDoOaa81Agl9CnlXEjMmi+QVhy+JpoQrGqlkhY32AO2N+aCL3SorIS1jj8/2j8DtnXgCsr756jMSOHMt/YBX/cVVU+MspaKoItvefC8fffB0OPfs8tok0sDxOb6D9V4oVTrfVgBvDPRRAWSpxXiThYTksZOJehfqljUnRwlzCGeXmGm7WsB1+MydSI8+bgxgKJlsSaazk520TWV5dgbsig3l842MxeDyTnJZBvd1HesiPGH09eDD0PbseBj++iy3pMtL3NY6r1J1o/KOOVbunPZR1M7Ovo5bZ740k6FVh58B+gIf1iPWXXecAE2zVcpyTmHFj5ax52cYepK5jO8L2M4R2966FgdePo4DxEWHgyae3WBF0Kew4z2oeBpDMYhlcIUzVQa5Wuw9m2N6OxH8p7IUN995kDsbteyiQd+JUKltlktHTST3OUK4a5c+9WMrqdhHH+hThn2Ff6hG0llWIzL6WkFhbU1wfxK15ltK8BWFVQMNAQbSquRGwWeOieEyIWYEUr3ih1C4APVxCbjgoU31QvAnZnRYaQkIHzUxdsQTxYkZkLWcMZnDyWpMyl8riRPR+LvWqmSiyDpKZQs47G6UwH0UtshcAyzIEBFiRpQBLNj8jkCbCXmnuNRpYEwUZh635k/n3PP4SVMOsNQwSX5eRDBPTWlYaEiYFYoHGZ/K9c/gZARbDR0PO4c9P2G841xKMkblUCbPCfGT3tZgONn6QGwrn54eyJTNC5dJZoWrZrFAPuJrXzaeAPC+0ohiO+f0vH4e/+ZHW/L95HR7gMqjlClZtbxBXxiqMt9W7YRCYqIOeo2Mff8VV/Qk2Jjx6x8/Qe2UORU/RaXZdUQCNSw+GpfU2EnTl9ii5owLqvBBYNeRMgkoFMGl71zGuhYcrNwylYhiVQj5HliqnLuPzOi2cUeFc9Pe5Io7nDzOBK0o+cW8FI6hqWApWd7AXpW8wnH19h8XXWJFglyMPrtJxTHiL86IRQaOcrelVFI2rCN1K6Z0pZVbcvouEdFdRDtmC3nisF1l8f9j/kA2Qe1ppod8Xdg8cAFg7w6Ebp8NZZrifIG/af+t82I84cZj8zcc7yE2rP6RRsaYkzEeiLgNQtfu2xnCwjfU/Rx7fIM8bRN6/SyhN5wBDeGKTJzmn4aCG3PRoRmp38IwzOpTbBYugWQ+j6N6vJN9SDXQ3lzmXoLOQrHnXMNIpviUclbCTIFrLTI6oABJC6rCQtZxZL7gSF3wH49NwhRAumme52G9RRVkcQ21Y6PL1iXOY724bCVfvDE5cwRVd65z4ChMx9ONWd7sG3EWr5od51Lp0W2Rmw2IAS/aaOAyumGvxXAQW4IosJZhieJiwVwQaeVhOBFjCXCm4IjAEB4f30yMfwAoW5XSPCCzvD4MuAo/3pwzl50Vv4ihg+TOpgjgld0KYxs9PB2CzOZYhYqyfmwu48sJmwkKVwnIAZr5Vx+/cwtDPtnULw5g/MjDmdwyT+f2vXoSrWHYqO9pCNf9pldSwDAMrAVY9J/bOG0NsEfkNrotHcW5gE/WrUpbINRECOhzGQ8GiCaZKWkZws6MG+pwqoe0h1rNqCP2aCQGbkeKbtS6hAgqmJkCob1Cbj491Wuis0HURgcVtUWc7bR/zmczqnDtCjKnZYcbymaiAmznBmjnpWgm9jgEqHBQX2NEFsHbjlmhltkQ1J3rdrg4sWhRDO2oAYwMDR9sZj90aek/vDMeeDIabv3wUjjwbCPf+4+fh1X//dXj+zz+EE48uhg9pgd99/mC4+MntMPhqCGn+NMC6AIAfh6P3b8CMl8Ihjs5+8kVcHkrU61AnG/l3y/AnFnc3h6OEpB3kai5W2HvnXmyd0brVbkgIiBLhgb8nLSb2bTUqapA3mTPVH5LFGDFNuGbopwSf2JxwtJMfOWbagrDgUj4vQQ1UCbRArD9QddDdXYJMm5ONkamH0MLwZmtYvXYVs9urvTnamtyKubqhId6fzvCb3HmzYqeA7vYMcg7d7RM4AZOWEG65+mfCTOZYqoMFTDyyg3iCjydmEQKadw2Hg4aEk2AtQsQUWLE9HwClYPLxCGspcgCYCCKBwL/r4eP0yCEkzOGCGwHDe1T4Iri8HT7yAVxkJoHIcx4jP899X4sCxjCwCsjJpslY/D7TANh0/o3lmHM3YMzdwJbNYkPCRdMA17QIrshchIat6xaFMX+gFf8PzhT83efhEgNNKlpbqV8hVeNor3ZuIMVMa1g9V2+FAy8+DTvuPMZB4LyJUwDLLmCSeBirlUY/5fU46XZYYm8il3rnFdSoC2uRV0QHBrcWhM0xrOG0Ej7KaA0WjmE1wZSYbnVe4NTgSryCLYn/bvz77Aoey5w7pFlmtK+m4ax2XzMFXWRy6lOHcKXvvn6K0O58OEVOtI3Cbvthuo53doQmCrnlXXXsrCqJIsbOwQOhlyVhfU/Phzu/fsFSOUK6m0fCl//zb8M3/9cfw2//n38NV5mzuBem2nPxSDh2b4BQcIB5FYTFj4bIrZi5CGPtA8BHn95mnxe1OdhxMROVCpChi7qaUFTJhehG3nruOKA/TaEYJ8a165Gx3K7SwsAZb63XyVgOprG9RGDV4Rc073J4aD0zLARZOQbbCobDyGSxEAywnNuuIGEIKJiKCOtkIkFYBqPZ2GhIaEFYFlNaj60kqIGJQbeXMDPpP3Mp3QK8goaBi8pKWb26OuQjq08mt5o4rYCOYsI7wkFDQn2ZKoAx3IvAgZU4aWOOxUmeRbd2VjbPmWPxesyxIqgAWMy5EsYSXOkRAWaeZQ4GoJzcNJnPegeABBQxPOTfmsRr6TE5JxOwADBAEPMqgJKGhoaH8T7P+fr/ClgpCKcAQpVEQ0HBNQ27nMBaiVBWuHAaoSAKIYfgKlkgwBj2CXPVEBo24s4gFHwe/vjXbG/847fhPCdGFaxQi1VGYFVSeCzjqKZXquvyzdDD0JhejmTSLe9lTHQdM9mbTw0CGk24jj1zDao+wcS+ZJ7llFtDH8PCForCWnkEVAU1KodLyk62kMQxaTCW/kGFC8EVXQrU0RqR8GetWRH+atwv8AQSl0+fGOZiM9nMrIHOPhYg3DgVzbF9z26EfUOD4dTLu+Eji77kVfV7cLZ314UGhYqDO8I2vH/bycXa2GV0+sXlcPrllTCbJrY5hcs5SQFg31amGbEH+E5/OE2udgjVrwNR5NYXD2Cuj5DoDyNk3AvnPnsR3RonP38dTn/9Fqf8KdRC5sfTkZy/aC6hVCl1MNpZOpn9x3c4fEeXxyVYa4hZHsw15OJiTcvGT9kradWnX4tZhG1MhHJQaJ2AwuRb49wR7x/UmMv/CcCqGhYqBJgqn8qewIryOvetZQmkcthLhor3h6X1IhwYNnP6XlVDwWdoaYv/ci5gHyBcLBZcm1m2vmjeCGNlIlAIrEyu6iN5lmw1fAgyBY1ErABUE3mfjyOgkpxqAgyWJYvFUFDAvQPYJO5P4v2Gf3H2xShWSsEVbwGItymoRm45+X1e5ooh4TCQBJZsNBpUgisVRGI4yHdPcixDQWxOI0cCrBmAaykCRuHCqaFkybRQsmg6wJoCsKaEckLCqqWzQy3t/HU4NMb87sdn4Q9sFvmPzGg/zglT0dEaakiMqwgFo+uCdnld7Qdowd/94FXoYMxZE04LgWQTY/lHsA05V2x2pPhZT4in4pXUrJjOBKA6GLjSGreJKLnrtAB85BZK8LWEgh6KHcrxSvA+r4JYzWwNW0Z0tTvDMG/BnPBXmf8+hoE57OWdhwNgLebHZlZW7rx0lB1W1ykEnyMEvBgGPn4cepC8O5DTK1Hr1jBhp357fTg6dI65fH3Mdq+C2Y6Emz8+iSJFFqbLRZtWhGL2S1kPW7x+cVhTtjb0UJNqw7jbO3Aw3PyOpeaIHO2AtffCyTDw+Ytw5vOX4c5//g/hyn/4MWxH0u8AtGXbMbMSPi2tKgZAB+nz2hdKuhsAM6uAKFR/9PABfxPWG/m3YdpU0lpjzolrBStXy/AsjMaj1g8pd1CIbmHibh3jrCtVCGEma0+KERaMK5Dklc51VsRZGIaLHoR9FTCWcy3KES1iTUsQcRRT57LFpMjwjzBQUMpadhsvry5DhGHcdCGqYHFhKFiyMLbqZ093BobAol7FFT0TNhFQE7hNWWs0wJI86udsJdCSsFGAZRM+Ju/zNjMCZeJkwBGBo7Ah6GAlblPwvAPYO7ZKX4u3gMucS5AkRxL2JaBKnhNUEYBcICLAAOK792tzygJc1LNyJ4SZvGcG92ewFWYRKciaOYgXC61nzQzFsJfAKgNkqeWpES8hqiBzBX96Hn7HFNwPMasKrGr+wAoYVbBVDY7sVmpYux88R4r+Ippv44ZGnOuGemW06usNdKuI+VQa+gkUD+s1dtIKNNtFZLKO6MBwviAhH/mFTKUjw8UBhonu6I2j0ZDc7bA1JCwm73Nq0C+wMMlWuQBr7vIPcGBsIvzaFbadP8osdbx/+ADPffYk1o+a93eH1n04EyjersJx3LS7hZl853Ff7Avb6K069fwy3cZrSLadz0AhkF6j+YynXlG4iuGYdWFl8cpQyZjhHWcPMpB0kN1fL8N9LGA76STeTYf16bfPwuC3n4Qrv/sxXP3dTyh+l/g9+J0O7oJdlzKcZiPMuzVsv3AY4259BNaJZ3fZQvk0KRJzsekadAkfbhT+BtGNAYMbDupRdGxZx2lKFoCqk7pZHbmWMyoEiaFcFV3LhovOT4xt/dSxqpDiBZ0O9mrulyPDbybH8mdU/QSVABNYsQ0F8AlKlcHNvFYEY63GgDt73UomVi3ndlXckJk7j9oVRflM5lh4OFswi1AtAZbh358f5lsThkGTyYlujmVOJZhGHyn4BJgAigeAMKeapNAR2Sx5fjR4IvgE3L95CNBMQkhCQ/7dPIA/AjSAkieIuDAIKENG32NOZnFYm5MF4ikw3FSem0Z4OTPWscy1ssICisZrSEHWzc0LRQunhxLyqxLyrChkEA5WLZuJ7I4q+NsfmdH+y2fhr398HvYeZqYENY8awoJq5PZKipFVMFYDzLT34UsWyr0N7Reuh9L95D+EgF5xq2Eg92BFZRC5Xeld32A03p5MZgQ6ykyQ1SJKeALJXnHkNLP32vo17BoGAjrEDdvzDRNlrzqA52SialjLGQ1Z0/LD+NyMmF/lkmPNWzE/FHfUEF6dBkhXY1vHcWpKfa/Idy6wwwq5vGl3ayhrLQ8bawpDLyf50SHUPFzux7BuzV6/IIzL/kWYQS1sFqt6pvAHm4SreSpF5+K6orBk/cKwfvOq0MYy5z0Mydz36la4R8d1/2cPw6UvnoUr330Szn/HEvPv34aH//wH3nMN8cbQdl+YsmoeYdQ6/nbbQ0f/XmpE1Yg1bGR8hDz/7GnouXKZFbDYm5gr2GjeGS8+lBiQ2gVWG26P9tPHKR/op9SNoa2M9hFCPiXzEqRyrUsxDztISI0lyuJyDYKHS/cMF2MOBshSiV2RQrYzXNwEMN0PZk0shpE8rpDVyM82ttKXtWltmLZqKQfDO9euZOvkXLoHAFbMsRjYiWs9mxwrAgpQeDviuOCk9XHmxAxAlABOVjM8HA2qhLEUNEblWJzYE4cP86uJfM5o8KThX2SxfxNUKdgScEVA8f1yAXcKnNEsFgHGv5dH6Kmi6HsKANRUfofpXDimAzKPGQDN23kw1yrCwdWzJiO954ZNC8mxYCvVwVLCwzLrW4BrzG+/exj+lgGdv2Kp91YMpGXtbQCLMNB9uuRZ5duw+TCIczuu9s6rt0M9rfjVCBdNp85xEjC7gsMCsYcG3EbqW/ZimT8YEgoogdTW7woflEGBCDPVAZzWM+RbgE/Tqes/oxmXcMjpRXrnVMvikBhk5LUtzSHTiUHUEtztmw/LLFi7hLBsZzj14kY484qGxaunwoUvn4eD5ESth5hlsa2R8A+1sGEzjZvVoZdN54evnCKcO8/J1xl+wd7hgllMReWPMn3elJBdkBnGArQc/o3JKI4ziZ8XLZ8byuoLYanj4fgXj8IdOq1vMR5uBwy569q5cOLN03Dhh8/C2e8+DZsPwJy4POpo159NWDmHibc6MXZdOEJ4VUIot5PNLAPh8PNn9IHdD63nmexEHc/fv+0MYTQXkkZUweioh7HMszoAl4xlm0ctjBW9fliSSgCCYoQMVcPIM0FlTcs8KgIL8HiraGHvlY4LZ3XoF1RBVE0sNMeibimwIpMZFjL6em1TBWHg2shY0xg37TTdafRkTZnP5CbAlYf0ngOwzLEyOGllJwWLxGybCBr2XwmmbHIslUEB9m8CCwZLhYsk10ryrWyA4JTc+Bo/H3OvYSBFcPFvjgbcz+/HIjDvl420MOVy/8+BxXOAyFzMzxOA+Xxf3+MhsCJjERKm4JrO87NhrRWcf2tmC66csP4D61mzQjm1rDLcGBWEhxWIGGN+9flQLBD/+C0bMRjtVdnBcH7DQHbqVhMKlgOwbgbG7Lr9BGXwdth+k2VuZy6hDA7PYNcfCGMZElrTin1ZhIQylq340WGAaOHshzbsTeZOTjBqoCWkuZ9OXU4o5wYaCgqsRpgrkdphKiR2W9btS1pRX5vMsVANJAzMtzuYSaVbz34YTr+6Ec59cj8cgbVOvkC0oL7UdXRnaMe+VNxQGhZtWMzCvLbw4cm9oYPQcBvOjE5ypgzWoE7BtZHHHygHo+X4SePDeMCWg/8wB39YPh2k02azsZ756rsoAB/9GLn9m0cs+T4Ps+Ip5OQ/8uxROPf1xxTO74Vdd66w8R7XPyBwMu3sTYghFKR3oSguKy1iS0ojf8s+LFOPCS1vswTCkduwE6zdPYh/kPstjEmTrZqcnDsMsmZW76gK1iG5l8NEW7AmqeY1kHMZHuonjMM5AZYhXxVgclxbZC3AVbqL0gk/p4cwyvKEiRaMFS0MCbU6JQIGRePOFmpZZWEGJYO5hWtQBVeyuG5V3FI5A3XQNapTkd5zzLc4KSMzRWDBEIRME7myO6TTqbeT82jZH1b/ogsjAiwJBRUvfM7DMFFLkyAaYTFOYqc3GQoqZsRjGFiCaDI/93MwjTzm3zcMnMxtDu8TXB6Jmz0BWCwU829E36Cfx+vet4VEYE3hiPUrHk/jeyRyOxdbHi/ivJG11nDurOc8LGbgTDmChebcCgS1iiUw1revLpJfPQ8/sbZn6y7qVx0dgArbDMAqZ4VMGezVTqL9EXuFj7z6jOXdD5iljkvB1hBYSo+grndX81gkdmNjdLUDriqb+fpRC1H8ZCxDQgvEihOKFILNdaeGgjrcBZc7rpINHxZHPVTCDoTl9dXE9pOo8OtLo9cHNllXtQE3xVZUwD7cFjfCiadD4fADBIwrZ0L7QXIMnBWry9aHTdVFoR7XefPWxrDzxC6KyKwL4mSfQLEvlz9SDjlbdt548gWOnAzuG75wy9VqJubeeYtnhY7DW8OuuzQuXjtGqHmNgu/l8CG9WxfIsc5/8zoMfvEyXCY07ANYLbSaLGVe4YIt7NLqrg5dp/eGFcyRWNvUADsdCac/fQWwhmBs/jZcYNoBVtdZctaYXwksi+QytlNwYTFk+MRci6ULQDlnQ/ZS0GjmfXWEf2WEfDreK8ipSimXmFcJHoEYmx4ROnS+b+ZnbW3xMMcqEaQ8Z89WcTf9Wh2tcS/xlNVLwlSOGWx5mbl2OVsmGR3HStXcOYw1mz2VHJfGRlgpBVYGJ3EW+UgitwM4AQMoPJTbVQqzBNkwcyUs52segASQxjyM1yd6+LMCSVAhvxsWTuLEH81cCZAM+UaDjMd8nsDzsLYV5Xo+T8Ot9wuQ8qcR0ubEHCx5j6AyF4v5F+/J57B1JNawAJasNU0Rg3Ni4ZQJYfl0WvYjsKhrYVIwHCzHnFtBGFhpKPjFkzPh11/cAliPwtbdDBvpoEAc61j88ZHdy3tpeiR8O/r6C8Keb2iDIMzisGWkFrZqJs9y11VSIEZ4MDeynmV4iNSumCGAIrhQDaONh3zC+o1qYc95Fs7x+dGFMAyseq7UGlMFlp3Frhhd2VDDBFv+4NOgaX6RJah2K+h96TjZG449HgjHn1yjdsUJT33J5WyVvYSAKHxlLVWhtLEilDWXh2rWsvSgIB5+cDGUHuhk2mteyFUImcGVljAwjz9WFr1d4ya8x4mRwUkzPsyE6ucgr/YAyEPPaD25Qeh2cicTmy6HS7/8JNzUYEsoeO6rl+H8V6+oZw2FdtTIldWFLKJbzzhsGkYRUTaQtzTAZE0A5cr3mJ3v3mZ/F0730+SnTMPtPGNuCUvZnkL4J6AcM21tq8ZaFmxlodjwrgqwqBj6Wd4aDjpSejM7sgwHN/P/J0gUMcyzfN2x3NHIC5OZYwmsyH481pWxqaOdtT+MQmuoxTmCqx0w6biYS66Vv2Ihq2vpEp7HNFwYfBJs5RI6zbcZEzNjKChLZXCiCrRozOUkTYBlKJhI7pkAJmsYWDKWoHoXBiaqYATVMLje5V7J+0Yz10T+vXfA8n56JCBLwDQaYAlryVyyUwwLAY/vE3wyWz7fp4DvbYgo6M6/M4sAACAASURBVFJVMLIVF1tBNh0L3QcYcpdNy4a1JsNYScG4cB7gUh1cPH0YWI/PhG9fDIbv3mK5oeu2oqsl1OgTJBw0DKzZxYwG8qiDjDvb9+RjtorcYqsILRGu60HdayCHqqKoa5HYNvwqGMkl2w7q1AZljcalc86+aJeVAFQTJ1P7wBmkaFiM/GtEgjcc5GhE1IheQT7L4rBzIDa0NrLhkf8MADANYC1VDq9ex8ixvbHAu4/xZLtv4oB4OBR7qyq30T7PMuzqzvpQhDG2kHUs9UwobdnbTrh4I/ReOYHKhZsaYM0AOLKg+VbOVP7Y+YQR/PEE28T8DJTCufgBz4czX1AQfngurGktCWc/vReu/vXbcOO3XxAKvgqn3jwKF756E/bjT6zFNT+PST4lbZUUrztgLJoJ+2jBQRzquTAQrv/0bWSsFli8Mdb0VENxxKMAtp2hhgWw2ggzqxAryvAF1tH0qL1J97pKYMOR/YARNRVGszgchQgk9XVtbZQRaGgkHExBJbB0w7fAhnFEGveTyU7UrJDZdWtsAIQb2vEd9nbHxQjzip1dvy4sxIg7v2gDmyGXhhyANRGmGo966ugzLU3jOSGjKkg+IqAsAkdgeR+micAAVAIoYTZBBxMBHENE7/u84JKdJnIyTwSoyu6+R+FCkcIjshWPR8vuAiu+TpQxiQhjNNAESi7gTZkrspfP8TMCydu80bd8lzyOAv6NPAvNHDEkBExTLA5jwp3B7zwN0M3hAr+EHHwlF2TVwQ1cfAvJ0UfXtMZ88+x8+ObZYPj8+SDAIsfqgrFwS0dgEQ7WMd+vFbVv74NnYfvdxwCLvb8XbtK0x3YRpjLZiq9o0YrzQtuSI82KXbYdmQrwRWAlAoYiRieA6yS07IStWkja61QD+2AwfraJHKuVsEiFTGazRd9WdRPz9YQobmOcTCg4gzBw8fpFobidPb9nd4STT88xluwcOc5VJG96r7AOVWFd0mRb1d0YNgGsNeXrQjl7jXpP7sLmdIImxEFqNTTxzZzE7qdFMOB8wGVYSP2CxDRvRnaYg4w6BfWnirpU3yf36EW7Qx5JKeJAK+z0CGB9Eh79wy/DxW9fhxMv7jHR6TbFcIzGezrCkpKV2JqKOcHryQEv0LJCvQnxoJ8w8NyXn9DGcjX+jeJYAkQKmUk7U3s/Ys4Zyg+EeXYQb6EI7Ihqc80ack0LxbG2BbicDhVdF7T4OKhTJ7tO9xG3O+74WOfCMV8+3Iai19Dtj0rsG3rbYpi4DrYq7CbXAliFNLkuKSvC3b4+zCtcz1KIlWH6uhXUsmhoZOTZeEA1jrBoHCeYfk2d7dnD0rv2pgRASR6VhoITBZkiBmBKjuEQkBPf96Rhn4BKGcuQ793eLEPA4bAwhobvQr8IOkK1NBxMmSqHz/45sFJ2SgEVmWoYYMlz5Fn8TrkRVIaMaeMjbAWYYj2L33EuTowl1LOWTZ2AgDEJcOWHTcwCKcb5HsHF+TnmmxcA6+X58Akh4XaUsmom/lQRSpTzh64kx6ql/6kWZ/mhp6/DnofPkzkXpygQw1DOFKyzBd88C1bSeaGxVkndnCoJAckfzlGriWAh/KMg2s3jrRcu8Tqdx1yNBZdMZj7WEZsileRREFXJOOE0lmo6zcZWk4/EORVn8Wzi2NKuKkC0C2vR5XAUc2w7Q122XRlg/ShS+/ZWZOMqfpcWNjZWsmx7Y2jEqLvnIlf//V3hOLnQGjY5FkDl89bStNZND9JqumTnTA7z+eyla+aFzbWFYQuS/d67g+HQG5jw9mnmAm5GsLgQLuKxvPX334bbf/whya1esSACP2DLCcI92lFWktstpyjdfmo7xttjbPVghepgX7jx62/DwGdv4n5kxZ1afYKooI3UrJpgIUNBRwk0MUZNl4VOdtmpnlEANbCT2yzrCCkVImrYAKlKGOe4c5u643XBlypkkHNp2LW3yxYUzbq64ouIRiwMRzYDvOs7me3O39fwcSUmXJckuPR7+tqVoYAwcOoqtjzSlu/S8gzy3HGcyONgF/vh4vx2wGUbiMCKfkFO6kRWT9gpChIwUBZslJWNYCFb8Th5j+AaPjjJE5aDaWCOWMuCzRJlcFjAgAEjUxkKjoSD74A1ArBhxpK5Imv5eR4+z3ePzCWIRgHLMNHH+QCrgNcSdRCW4kIywwP2mgXY5nG7FEPBMlhrOanJSgS1dYgYm4ikYlsJQBvzzcuL4RuuqJ8+peX8Qxirk60VxNplXdxHaq+GfSrxDG69dpt1PU9YaXqd8A9AIcG3nqUgSjtJFd3FspY9WeZa5lPal9plMe5HJwaihvUtGawVEHUOIFyw+0o5vhEweqvdSWWwXvcB4WILib3ycxyvzMkyeRFFyqmEglwRZtIivbqSqTgXDiC3XwvHX90NJz55zEl/GxdGP4l8F42HpRh3a0IT2xJraenYwsKwQ0Mnw8Ghfoyz16hnXWZC7sIwn7HB1dsqETsqKA4vDsW4OaqxStVsa6IT+Go49tmjsOPuAHnexrC2uSic+fRWuPXHL8PNP/11uP9Pvw1XvnkbLnzxJpx6Tfs9lqZenBnLihEu2JPUeKiT3qpWvssWnCG3wrUf3ob+j1/SSYwsD7sLLK1drWwiEVBREUSQECwKGM2ogwKriabKJpRB7UmV5FiqgXoHVQSrAZhMFu1OCBlx/DThfNocaehnB7ILzr1A6R+sAbCNFJcdibaJ2qUsp3Axff2aMBvHxSrEIseg5S6aH/KXLICx5jENl7VHnOhjAdb4CK4JhIQTY1ho+4igGm/OxZGASYZKnlfMMB/zSKX3VBmMuZbMZUjoLT8zyUN2igzFfU54w8HIUDLb8OHzUX6Pr78DmOwkY+WOAIv3pffJnwVQLv+WrJXH56YslgALtuI5D0EVgcXvJ7BUBefmZoVFMNgyisXLYa7lqoREOOvn5oRN8ygcExqO+e7VFRjrUviUq/BekuwtuJsrWHtTwX9C9U7c2eRZ5Qwy6WSe4If3X7AO9VqoYYBMEydGy5kLAACF0D4sAKVP0LmCycwL6luEc2mO1UzYGIElkGCvrvPnguKF4aH7saKHEGDFwjFXcovFMQTi5HF/lN2yczauxk5DvEuSOJt6werqDaH75HZ6o/oisM5+/ZJGzBdYlbAJHeVEoplxA3lOHUxchVewit6qa18/AAiPwtmPn4SBty/4tw+HtbynuKss7L3GSc6S5o3Uvephta00L5776eNwmDCw8eh21v7MRFTYHq7/5nl4+C+/DF/+v/8z3P+X34fzn7/G7fEau9Kl0M1MjdqdjGwuWRWaD3azlRJldUcdQGmjPf9pGPrVZ+HQo/sw1pXYCVDNIJlmdmfV0eypWJE4LmBVfm+B1eSBQOFgm3qOcmpOyueylgwmsASU7zdfck6Gi/gETOpmtwPZ8Wob+X/ViVGloEGu5s/qIbQJcjN/340dLeGDLaiZZZtxtrM3a3MRZuJFYcryxXF3cwaOi/c52cZyko1DYRtPUdUjLqLzsaDKhpU4geMxzFwCTRBl8Jqvp8qgYWNqzk1cFsPAAkwTYbUIsFHAElQeChWjgZWA7mfiBd8hB/CNMNYIqBKACaQ83yN7cSugBNkIsPgdBdZUfq8/AxaP5wCs+diblugdJOdcTt1zFfnWmpnkXHMmhY1zcsKY719fg7Guhs8Jpw4iUZe2MOASUAmscmV3WKsOE+52pt7uvYdjAPGi9oRsxZy8Pk5gWvSbGC/tuDOd7dqaZK8W2EmmchCnc9oVLxK7k8wFa1HTaoSdBJmFYxfLeWsomSiEp/gZ57onzX/O0ltWU8kMQdqkyX3mr/wgrGWzQ8exHmphe8kBr4STnz7GFcFqIQQEe6DKdrZyFSYc5LasvZrF220IHRfDMQSIY4/Jxygo771OCwg2p0pm6HUwcroSd0TrmcOxA7mF+RWb97RxwjMlto5F2vgLL/7wJJz56Wm486+/Cd/8f/9nePzf/hgGP32JIPKEATQnaEHZTxi4jmGha2hX6QkHrqsi7qDZ8my4RK3w1q8+xX3xkDwKsYd6nu6SZupWjieoJyyul6Wi2uf0JryBgMcZFZUUn5sZfGMoKGA04UbFT1sTYaFud1v0Vfy2UMdK2/ljrxaMpVpoX1cdxWTBpINDN7zjpu3DcsXPFsLDlQ1VtIowtBNQTV25DJmd8WYAa8KMqRFUCkjOxR+vIkj4lzKWIobAElDRbQEbWDyOcrqsNQFQTcCJYSiYPZxrwVACy+bHmIfxM2lYOJGfnQgYU5aKQOLEV+DwuQRMvv6/OpI6lrWslKkiu8XHAk5ADde5+LcULgSVgEtDwSmAKILLMBCgWSD2dhZs/QGCySIUwsWohctgrZUoyqvJ/9cAsPXk7WN+eHMjfPvmevj21fVw/CgxOUVM+7HKWfmypYuQEMaqpTVexuq9fpcZeXdC2wCJ90kc7cO1rEaApSk3DurkVtZSFbQ9P7bYA6zU3W5omAJQ0CUeOQEGS/XBUoINttJbaCexLgxDQRv63E2cs4BBkXiyZnDMZc5AI2FWez/jn2GL42/uMfPwbmzj6MbS1MTUJCe51iIm1O1uZyrTPoa/9BGu7Qw9pxi0SXG55aOOsI3b40jpZz5/FgZ++jIcJJxsQcXbvK0WtmsJJ28zNal7SziOSHKVxXx9v3kTLvzjr8Ld//rHcJ2c6dAjLjpMwN1Dy749X7NW4TcsXRu2ItHvvnyUzuET4cybW+H6D6/D+S8/RpGko5lcMqnb6ZWkKG4xuL8PgClOMFQHscJtkMkMC0I/2MqJuymwDAU13Mo8FqQVMmqsU5FH+beyxd8Z7z429HMkdQOyvbmZvVl2GDsbwzVFDh4txYHh+qLVjVVhJgXhOaiCBcuXhGkrGdb5wWwEi4lhLPnFWE6kCCpqWJkUgMdz8o3jBBVU42Qk7gsWpfVUXrd1JHMC4dU0erSmF/C8wEpk+HfqYcJWURHkM1I5fTIn9ST+XWtcCVsJpDREHAUqgBEFjwg0wMTtaEClAEyKxgCK11NGS2pYCagikwEc86s0HNSIa8uIhWJzrZnkYPM4FnGRWUJIuJS6VgQXzLUWlXk9ABvzncB6fT38iOJ1AbNpeRNNgPzRy2GsMgC2uYc/OK0cbecuhz1MwN175xkCBnmWTEVOJVs1CjBCvfaBC5G5DAkN7zTppmGhbFRrfUtmUymEtVLzqWpiLfUvT7BUvBBcPq6lnuVeKEcwbyJkmb6S+go9MLOxkMzWQrITCR0QfMigFxnr6Mvb4cCjm5y8LjY4zNwJ6kcHYLUTjCujptTe51KEpMlx51n6zI6z62pPM7lkE1OctmPmpYb2URcqHiHWvpbQcqgjbD3aFnb3b0XNuxNu/+OP4e3//T/C7f/29+Hyb39itNnTsP8O8v0FDMCXT4flW9aGKRSUG3fxs0j7FdyeenEl3P7hRRii7nXi5fM4uNPfv5twuIGLhxavtn7/ZnoFD8A8O8L67h7AZC+WXknAAyBqYS9tTIoWOjGqyZOixQm7ks/VERJay3JOhiPSHDxjEVjTrbYlj1i74lbJfge5aDVKZTUL9jrPHGFwziG2VzYyu72IlpEiCsMrCH+XxGV9AstQUK9gBqDyiEZc2YuTcFx2RlLTAmAx9OPEjXlXDAEZ/w3QpsycipvF9akKGbJTwlgTeK/NkBP42agM8lgQmTvFA2DFMBDApQARRAlz/Tl7pWD6s1s+K2ErwZaw1ejXY47F8zKWRz4gFlhRbue+Ent0X/DadI4ZSPsLYKslpCVLybOWIWQsx2O6AsfOGiKqdYBrzLevb4VvP74VfvXlw3DjInMnCAUqUQXtIC4DVCWdnQxhOQFTDTGvnToNZlyB1YHc3oLVyTxLG1PVR8ziu3gVMBH+IcG7OlRmciGdwoRgqqaR0dpNKmJobTIcbI1z9vQKngrbL1+JtwnD0ZbCABmBZY7g/AeHnVjYXYxBdjqstaBwCe7urbggLqD0sQWFQvGHD2+EvfevwQp25JKHkGPVMhym4UAX46YJ+U70hmaYqhOgHb9xMhxheEwPrNfM4xP3mAd4cR8NjUy1hdn2XKQQu78ZoeN46P/8Xrjxd9+H5//HP9Am8gOOC9wosJVzBrvPUidiOtR0vIXFLWVhN+FpIwbgDRSp+55fDVe/uh9u//Iteeq90DZ4jhySWYuqpX3JUNOuc1ykyLVk53VdyN8od9qaLArrUldiN6eyQBw7i3mf4LFj2BBPoNXynPlSKrHLWFERpHis+0JgCVKZb//QJUzLDFk9xOzIk+4mY7HfLgrEzdXsCaObmCZNHRd5iz6ImzAjmIaBlYIri8cTp2JtEnQCCsaKqh+3tutH+V3AEAaqCEbFkBNYp0UqVMhuHoaAOTgdRreJpMAaARMndQQIJ7p2p6gK8nkRJLzm7WjXxWjwjNznfZGtRm6T+lWse/GceVeBB9/JYxrsOI3nR4DFazMRPyKwZCtyrGXY394BaxKMNZkc6+MhisO3w0/+x3OCVTZVhkoq9uWAq4I6VpmSOzmWwPqQLSO7aM3fZkh47Q67sbjiKruz2LualpAWGKzl9CAqF+ENrSYyVjw4eeK8QZmP3CIRNKh5ASxl+Oh27+vjZ2kURNBo6NPMm5xwvu4QGUMad0SV4NDOXwhbLZ0eZlDlnoqVpAz1zim3B/EKnnh5J/RcY7AoHb3bb50PO6+jVBLi1jMPoxHXRTXs1IpS140I0U2jY/uRbjbPHwnXvn1CuHYjXP7ibrj8GQ75x4Ph9PMLof85U5gQd858xmiCr5+Ec9+9CRd//Cyc+uR5OPX6MYNirlE+IKc8ujssWL+ENpR1of0orSIwXjlDa8qR/U+9vBFufPsIkeMFJl0keS8usWhOrqnzwoL5WYQfcqsqmEdwRdcF7OUwTQ9DvtifBYiSln0EC/KqWkSLRHZ3OpPCBeIGrgrDwQiqKLUnzwsujbjF2wiNCR3j6GzWF22nc7yZlqFl1PvmlKzFEkV/FsCas2H1iBoYwz/yqswptOYLsDwWeWOKnjglHxDBWjBWAizzLMBCiKg44eFgTh9HtZDXzKdSYCW1LoDGCZs/ZTL+wj9vuZ8MW2mQ9VbQRQVQYHGyT4r5VgIsgRFrXTw/OgxMAAXTAWzZyp/5C2DxHWMIyGsxx+JxPsAVWFPikRmm8toUADWVY0b2eICVRX4FWwksa1qyFkXklUjwawkJx3z3yVD49tPb4Ycv7oXHSMq11HwqetoRLmim66LNAGA14KTYcf0WWxzfhC5yrI6LNzDQYkTF2tQIqJqQ1WvJpxwpHZNyQj7bSpJuYp0V1mucvJQoh+ZeSuyCx34tQWc42Ayw2vpVDQkDh0PBNmTouGkDh7vDPN14OJ/i5WxaoGfgSp/GsYpCbCf50272VvW/fQQrUNdC+j74kolItM33XGTqLi36dQd6YSsmLpH71O5tZjVRIwM68QDSJPkRv3v/m5vh8e8+DY//9uNw8fPbNEvepLh7Ndz/7Zvw5l/+Jjz6+x/DBZTH02+Q9R+yfO/2NVpWUEc5KVdVFsYld4Ut5aETpbL1aC+1oOI4xPPmt8/DrZ/eMnJ6CBvThaAamrr+LT0IrC5cKIKriXpWKy6MBkAVJXVZCjBoQZK9HAUdRQueN/8SWIaHhntuGxFM6ZAZ79sYGbuKESoElovq1qn80t7fdtr5IwfDh6iobbBWYVcjo6ULYa2qsLquHGAR1i5dhENl6rvwj1BQpvLI5hg/kZwLUI2fgM+SI4uTTr9gCixZSuaKTndAZfiXtOh7y/t8js8wtMuJ+ZRspOPcIwGQI6WnAOLIYALK5wUS920x+TOW8vX04D0psFLGEljpfW9zYKREbhdUGUkICGgKyKEKeG8+YNQ3mM97C7g/ZeL4MGPiuLAQ4JljLeYwz4rSewwHJ4bVAG3MNx/fCF9/cisC6/Wzq6G5ozZUtDOrAal9C0XiojYaH/nP6b54ORx/yyYStji2Dl7BhIuqpWih+jfIVFzDPgDi1bhO0QLBQjDZWlLv+GkkdPOuesDk88lwmQR8bn8UYM3xJIPlTiWNkRp2HQ9WwaYR57e72se57Wtb28IHtIzkWiym2Wwxcy9ajxMOovCdfPs4nPryZdj38Fo48TEgw5TbyrTb3TfOMcn2RNjHe3YMYpPa3sAFox0Q7EZm76Pp8Trjo/vos3oQhmj89Hjw15+Gwbf3whnyz+u/fhse/OH7MIjAceTJUNiKUPEhTo9eFiWsRJ2ct25BKMSPWLOnBfDiryRPW9NUHmdw3P/1p7Ep0o0jTsLtPs9FCQOuJYZ03HQnYoazFesc4ok62EyBuOkY7n5CP1s+dKcrXNhvlUjliVwuyN4BC6VPsYJJuYofziI0x3IehvPk4xofgLWhi7kmMFb3OdY1seOr7aQLGXqxjdUAqDJGCxQDsKIwa/3KMHXZQkLv6RigJ0eZfTyMMqHAuRd5UREch9I3PmtcyMgaH49MrujZsEsMBYdZK4KLEzMCiRNZYClaJAVimcj5FjATwMoBhJM13cpqgM08yvb5fJgyBdo7tkpyMR+PBssIsABdwl7vwPRnwPKzORK2ShXBhK1krPwUWHx3Q8Q8WK+AC8dMgQUIPRZ4CwijOkhIuAJwRWB9jdz+9esb4fvP7oSv8b919DAWrKE6lHcynridkKC1hbbyLoDCpKL7z8P+Z58BpKsIFWwrPH+FUJCWD3KFNk6WOsBVRyG4jZPH5DyuS1XAoBDq2Gkn4Aou92Upv9taolHX2wiqfiV6mIu8y9yjmrmC5YxGq6KDWGC5yqeC4aHuxlq0pQhg5YVZ2PTn0rDYdLAr7LnCjPZHzBT85Zfh5GfPsF31oRBeZRruJdrmBxAZdHwcxUsIIyBodNH6sfMiLf0PLtH4eAm5/BAh4LVw+sUQQzZfhLOojPtvnyd3GwrHnzNem9v99y4DUsZM06m87dwRRgNsxL60nLCvNs7WqKfIXoc/sIxesFoK07d+fBMuf0UIfQuP5UXaWfg7CSgVUOdedPTL6LSOwFrVhLp11KxaYKw2isItJxBuAFasR31IKwjMJbgMBTXWViE6KEYk0rlWJeZeYG2qIS+tZsKwU3AdKOPrG2Cpzcjp5lmF2Jn8XN3z1r5cXu5+r2VVm8Oq6lIuFFtoeVkDY62Jcnvu3FmRscZyEo7nxM9UEcTGNI4TfxwsJagyPcytqGtN5vWRpkce6wNM1D4Zy1BQBnNSk/cN8/gZQCVL5QCyyRyGihFsgCoylCCRnSIbJSHdCIDic++YSitUZLcRYAm8BFwCy8JxWt8yLEzCv4SVonABC3lbwHeL+Rbvz+MCkk/jZkH2uDAze2yYR4vRfC4iEViAKyqE/Nxy2GsVgsaYr5DZv3x5LXz7dij88PWjsJ0EdnM9jvCWhrBZUHFsJiTUs7f7zpPw0avPyWEcOHkNMJCEn2VXL+FNA0BRJWzUXUFoqOu9GRBZu6qN4IGRAItWJ6flmmdp6Ukd8NqZWqhlGQY6vSludeS2ElCpKKZud8NBu2VLtm0LM1cvYglaLuHgTHLBWlSuI4RbbBChS/fst2/o6L0Y1/Nc+f5Lvjv36QLey0yMvTeZwX4F/yO52N7rZxhhdhEZ/iwz2fuYFchCOkaZOUBmFzMsjiCEnHh+m/FoN7EmnafWdSzswD2/4/yxsL52Y1jIQPzlMGYdMwgrt7eHtXUuZaiiJtQUTmGzuvOrz5nGOwTjM+b6xlXAjpsfJnY+u8qnmx1tdOwepOhu/Qqm8tBt0TNAfQ/PoGCStSoBUgQWoKrhMMcSIDKS4HEwjG0lmm23EHFs4oJoQdi6VRFWtThvkPeM/Ayg8v0bO5oAXgMXq01hQfGGMHv9ajqg2SKyakUooI6VM2/OsLRuMZjaFcDJ4OSXrSKwYhhIN4DAQkafyKRbFcGYXw0DZAInYQz7YKKkM5j3yUwAL4ZzgsPXOJnTFpEINtgvKoI/A887UCWs5mPZydBOa1J6JEw2zFg87/ty+DdSYAm4vwAW393wT1BN4SiAqfL53aZ4TBgbZnLMhbUE1wJ+r5S9FsNcy1AL11DTGvMlitVXL6+Hr8kvvvvsbtiLelZSUxHKAVQpR3ELt92ohAxzcaz0bhzue1AGe5na1DaA3w/W2nr1ZsyzXOnTClspvTdF7yDAikl6Im4oZKj2xVoW9yNbmX/FAvLp2PioWNGBwKHjvcalc9S6nENoA6Trbmqdt8e0WDdzrOACMIn5dTPItxaw6cHZgs39h8LWu1dC/zevMLw+RC28FE59+iRcxfFw4o3zJm5RrAV85GP7YZ0DTHQ6gIF3P0NmtqGKfsjerD3Xz8VlBkcfXWNMNZN0KT7vB2w7mHWxHTFkN46MwsaSsLJ0ddjUWIRJt57Nl3TfNtcy+qyQkKoWf+RxmOpVOP/Z87D9ygUY/gzFdRjzMk2iqKOOIIi7sZDaO/pP49LnYgSwmk4chLHcuMIyiWGXey1F3QqAZQgY51gAIucBWuz1OZmsghysBCZyGGfy/l3DcyxQdrcy06KT7SLRpAuwAFQVO4plK3O0MtqFVnFBmL1uRdJ7hcQ+dcXSCDDl9skAK2OkIIyAwf0sDnOrsTCV+VUGILMAbM0qca2TW3EiJwsQBAfsxEmfFIwN4XwuOaxRKbcnoV/CPDkAKp3jLrBkr3jr/b84kpAvAZPg8kjAFfMowJMAKQFWCrYcQJEKGaPDwdFAM68qIK/K4yiAsaYCqlkCK/v98AF72WSt+by2CFAtpSNiJWy1biaq4FcCC6/d1zDX9+Rax49icakpi8AqaaanqQ0HtH1ZXAF7L18LB19/RZv+Q1r02QhP+0gHRw+Od0PCBsLA9kGuyNaxEDVkMc25qoXV5FGtJO2dvC7A4qrUCK5EvHB+hnmXIaKsZihot7FzMtw478i01lMnokOhCBeGK302ckWes3EdBcw8cq6FYR27X8v2nr8zCwAAIABJREFUdoSeG2fDtd9+GU5/cpfVpQM0IT4Ld3//fbjy4yfhGMA6/OQ6QGE1KiD5EGDth8W2XzoNCzOQhglOe64PwGoDgGyQqU8XyKmYfHuPcJI6lb1WhU14EDnqdraETv5eLYd6w6qa0rCKEGpFNcvoEBZOffKUmRhvGROAOZi5Fp0AJzZz9quWJuMIZC1/ry5A145IE4GFxG7LiFYm5fVG3ReIE6qhAijWsgCEtqb4mC2SLvJ2LarFXofIxNCRW4EmSzlEpggJP9azrGkByhp+xnDSz7MjeQk2prxFC/EHrudvuoodxAsIAzHg4rrIA1jZihaEf7aLZHoQoo0FUAJL1hofgYWkTiE4A5AIoOioGAZUCqJ3xlvDQutX3ALG+H5/hsfmWLkANwfVbTL/lkBKW0jifU52c68UYDH0E0x8XgTSMKgiuHguWpb4TiOvc1/XRXJwn/enwEqFCsWKPIAkUxVwAcmPwAJcE94P07PeD3MICT+AtQSWOdZSQsAVKIKrOFbLWN8wqejzp5hwn5wDXJfCeYqmWwBWaTOhYFsz7gtCCAy5paiELQgJ7h/uvnEnNJ+/GrqvDMU2EltIWnCtNyI+NJEnWQjWZFpv/Uo5Hve7YHPljzmWoNL6pIKoQth9Xs8hgHLGHreGhTWaU8kTnNnuhnl3ZrnqpgK2cs1PBa0kbnYswaqTx7K5qbRDr28q4UTsQQU8Evre3Aln3z4AWK5HvRxOvr6H+fV+OMNivQP3KSZTSP7o4eU4Lu0Qjw/BTLvZmbXjyulwAHZyhNpeQLmfEFLgbbt8nJ1RhWFx8RoUwI0RTI37YYKW6ihTr0aoWGMNCDbZceMyncVYl55Sszrr3wBGQriwTmfRW4OxLOwS755zLBSHsewQ1ido7SrWrwCUjJRakAzfBFKsaRECGhIa/tUhz/uc990vvIVWewfGCLIILOxKcYYg4CrDcVHGa5sBqeAqA2SFXdTa2hrD0gqGc65ejuNiDS0j67AzASimDk9ZingxawZgElQWg/UH4hfkRB5HiCSoxmUREmbhvsiiP2sCVqbsZA6GMrthXmQkGEdQaXlKisGJmBGn5PI5ab4V20YAmMCRoeIBCEYKx9xPnx8BFu+NgOLzEzb6eSiYgsqQMAkLU5AJOvMpgSXQIsB8LgLLEJC8CoBFxkK4yJexhkE1D7CZY5lfLaWVZAWS+yqONdNgrK+fXgqfPRwMnz48G76mbnMHC05FfVnMszY31+NyZ2B+hwVDbE5MbNp5+344/PLT0EkoKFt1X74Re7M6Bi+RY8E6sE0LdqbWs4Q2AKd9AFEDtmoEMLWIFw2cUOZWHtWwkWPO7M+K0jzAq+c9ned8zLg0cpE6nPONhk7kIVWAqoIWEod5Cji3IZbS1rKyvp6rK4vQ1i4gv2G7onL3qb2wxSWcERSNH12hljQUXJZwGJFiD3nUYbeR4FzfD2OdeHaTIi5MRsh3CCbrYR5GN8sRdqMgduAXLCXUK6ZFZTZK5GYaJ7txcRy6dSoUoqKtLC8JGxoqw+Zu3Bs4H7ovUP96gxn4U61Ll0Ml3c/6IjsHvYgobyvgcPTJwsfjrItG5lzYRSxjNSBeaL5Vbm/ClGtoZ9HXaUzR3iTAbF5UtABIcUiMyiAs5rx2QeTwGMFVglhRTBioF9CZgYKqDECV8B5nW2xoawrrAdXG9qawjFaROevXhFnrVhMCIloQAubjbM+dg3CRmxvez8bOxAk/jvBt9DGW4q+gSo8MHhsWarpNWWYCYoJLEGSnxKCbhIsRcAJl+Ijg4edSwERw8VoifLx7X2J3krVGvzfJsSKwAErCVgngErABKN7vYWE5BWLicM8GVDDU8BGldb5HHkdBZCwAB/gL+L0MBefAVB+QX8UcC2At1oxLGLiMOtYKpPa17Fwe8+UT2OrB2fD2wZnwJaOWXzLXoQ63QAkx9+amulDWCWOhDgqs4p6tXIEvhP10E/dgym2DtfQQOhm3hSGerbBU+7mLzJO4zC15xSBXaYQMAdcC0Fxu3XQGVgMkFocFVSpkCKzkQOAgdHL9j2pZM6FSa59hUrI4wB4tJzu5SMBF33WcuG39J8OGjtYwecGcsIjNI23HmLm3uxl5/Wg4SR/VVe1Ev/k4XPj8QTjx5Go4CtAOEtq58LsSD+F2rE91DJmpxClRhTewifCu6dg25Hu+E+70EuZWFHeilNLw2Em/VevB7WFd/Ra6hNnkiHm1ilCqgVxlz81rDJN5Go4+f4IKeBMAyd40LzIsp43fu5HfQcVT61ID9SprdJ1nEX3iABmbHfXy7edCQhs+FqYW2MtwTZncUWeGmOZH6cyKKMPzWLe6YNoAWASR3cMlsJJ5mOCKAJOxFDlgqU1dLWE9YNpARJIAq5Ha4MbEdLtiGcy1EivTMkSLD0IGBeDxFIO1NL0DlADTZJtYmWI4OMxaUczgKj+BEzJpv8dpAbAm8fPOrtCBMR4GGM/JPQklUPbRyiQIVQUjyCK4YC0+/98CVTTo+vMcKSjtPP5zoA0DCbAkLDX8+rBiqIARGyH9d7lY5HLEKU28X2Dl83mCyVvBZUiYR1lhGsCajSqYAAtVUKkdwWIpXeeCa7mMZSj4GUwlW3l8/uhceHOP6axMbS2jbaCitTFsbmmKkvvmTrdXMBWW+tWxN19hVP04Mlb0C8amxwGuzCiEgKsT+b2D8K7ZKa8qhACrnfueaM1cvZ3WZHHYwrGs1YrYIagUNdp4T1o8FViGSbKVy669qmtQTXMTi8U291WZh3Di6TbIX/xBKGopiUvoitormDOxNVz9/mW4TRv98efUtp4qp9+mbeQh46MfsOuqLxaNd5w/hNJ3OOxkBvyey7AJgGr4qDPUc7SzaaTrJBYlrFM9ZxghXcN6m1Ja/XFEtFBzsvt35w3mbTx7TBexK1HJPwf4vbmQqGiaXzX1W7NLgNUIU1XzvdvPEB5Tt3Ia0whbAS7zK4fEuAjBIrHzBDXYlgOgyFAIFnFmBaAyn0rrWEUU9ssAeSmAiq714RzLxQjOaxdUMlahbNXaBFPRBNrdFtZiY5sKkPKXL2XkGaBauRy/I3MuCAHHU7NSBVRqHwvjjOOkTxodbRMRWPRgAaQ0JMxQyOBxZCak7QzCJY25jos2z/L52JfF7SRyqHfASUJEHe3ZfGY24JtI/uLrgtTnI4gi4wC4+DhhH10Vk3zM94mFY0HHvy3QzL/eiRrDTEZ4KrASRzsA433mWc68kKUE1OgjfwI5Fr9XXtbYMNX8KjIWrDXZHCsRLpbkASwYS2CtFVhv7vSFzx4NhE8fAS6Y6+O7qF67kWlhqwpCwZKmWjpwG9gnhQ0Gl3sLE28PwVgHnrzGnnOXfAjAEPrZTSybOeeic5ADYLUCJv2CihXtCBdN3NfqFKV2Qr5aQjxDv7Zh0Ak2bU3K8onLnUIyJ6HtFI0cmlJdjtB6kuc5Gc1LfK6U7tgyTnIdDMW0uuQsnBPmblgSNiEw1MNImmoPE/L2vb4Z+hE0zr59SBh4nZDtQQTZwOshisMMJeVoPOzJ18RFpAULFMvnBumeZp7GNmpctfSrdcFyFRRTuwaOwVDkR2dOxP3CHz16RLsKLvchRhcAJPvNvIC08jv3XsRTeRaW7kNiRz6vlWUpgrehgDrLohXGMq+SsQwBm/m9WgBWDcVbmxhteoxhIOylCqiFyVAwZSxZTNGiHKYSOKUAabOggr08zKl8ztfLeb2ouz2s46JpY+MWlEKHc+YjUkxbsyK6LQqWLgq5DOicMH0KTDUMKoAwlpMuA9bJQLhIjLeADBDEIjEnXwbCRVQGeZ91LJnFNhHrW5NhvVwEEB3uihvjZYHpeYgTsNYw8wgWJfdsXssCkILrncAxDCzfy/tiLuatIOLfSR4ncn2aRxnuCa5UIfyL22FwJXnVMND4vNxRwIrMxYUij7wqD7aSsebAWMrtspbixSLAa29WDAUB12oGzYx5c/skgDoT3t7vB1Snw+f3GUJ5iHaDOvIGWKuksRbJvQkHBvUs1MGSHbsIczgxX35O8fU5RlxcFzBWM8DqwN2u6tdJGCiwZCmZSKbqJnm3VULlrwHg2IsU860+wiEYTiHD8M/E3luVM0Fla4VhUxMnZJTbudILrLZTMABga0MprKVnS6NuvQIAYeFyZhDmMgNvMX1RdbvaMNHCOgz23H71eDjJbMDzNENao9pKAbn7LOEWJt0OisX2an148yTHaYSMPgy2FxlnditsxfG++yo1LvKxTuT8Tsy9++lAPvT4DutTk2PvEIsOyA0jUyFWGP61E/61A64O2MuBnIaA9cwIdHRZnMpEWCtjuWSukfsNNDv6mmGgrGWfVWxkFFiyFuFmNabb6L4wr+Jwfrtz2gWW9SrFi0S0oGwCuCJzMZjTKU4qh0Vd9KjBWOupXRV2tYU19TWxkTEPFXDG2hXkV6tCwWLmBy6YGzKZxPQeJ58hYGwP4TYDoCm325YvOJJaFuEd98cDLG+j0wIGSBVAwz9zrKmzpyXudh5nCqJci8SySiKtRxDx7/lYUAnK+Bl8puwlSFIQ/uVtEjqal8Vcys/leMdWCSul4JKh4pGCi9tUKcwDXB6JIuitwIKxANV0jlk/A1Z0XuQmedYKwsFVzMIY8/Zuf/gEJ/ebOyfDx8x0+Jz5Dhf7WAsDsLYAqi2NsFZzI3adRv5TaIjr6UXhuhFOfvJd2M+ShDpqVx4tTG3qNKci7GuDndoHuWIjZDgKTZZqiR3EycxBmckwyTqWDg0BqBteZdDnOwCgFihPSo86ZGnzKPMq3QntgKkbtS3puAVYFIxlrnpCMtmtEhZY19WKSlfHjLzNFLgbUO8qCH/KEQsOEq7Zlk/HNHL7yacMxqFlovPMIexLt8MNZtnf+vEVoeIQe4OfhfNfPA7nPn8Yrn//GgHkDqA7T6fwVVr2H1AjY4QZFxZldOtumon9/jornElv6NeFaNEByBxK6nMWuB3KqbwukGIYSJjbzHOqhK46FUyKFYaAgicabQFX3DDCa9VcRKrwTtYDtAaKwdWApjIqgqi3LDbXSZGAS/XPmhdMRhexO7OKOhEuCAEtCm/qYHBM+WYK7StC7uJFjJJeHfOr/IWs7Zk7i/6riWzOBDwRWEm3cGYuoOIktP9qLDnHOI7xCBbjOfEEVuwS5jXzpjgSjRM0egk5OSch12ebZ8FuUSEEMEmYBxj4t9yH5evWsybweTEkBFxJ2JfkU9mEeIaHPweWoIuHgAK070D1TiGMsjqfbQiYHoZ/Md/i56IqKKj47rkAO4/vV8DvZm6VN2FcKOB2BuHgzCi3m2eNGy4Q05ul5A5rrWCy18opGTDW0PHwKcB6dfM4x4nwKatrbpNvVDVVh82N1aG0CUWMo0hgIWJUailiL9aRZ5hK7z6NnkENuW2cYIaFDeZK1qJ4LHM1WKtiPkYjt60KGTRCGgqmheJ2mKqDUFJWMyxUio+Nf4BJP50WpypcH3oGm3iuDvBo+UlUtWORtWSu1pMusUtCQ+fzuew6mljJvbxqLyrD/1ZajAjTyPJtTniWxNUf2sZOq5NsfsTOxHSlrdibHFd944dXyPJ3wmlaagYQPG789IZCLyyNkrh36ALjpqlpXbtK4Zfi+JVL5JbYtChk11DsTUy15ot8X3JCWUtjsQBzXHYNRzeG2/T7y7gab1UIXYKQbA/ZGVlLYOkFtHfKthHDQENAWaqWXiyBVS1rpcACUFt2ylQJsBzCucWeLEoSeghdfLCpk0IxIeB6FEGXzC2r2IKiugSHxZLotDDXylvAfAs7hjnRf8HJZQiofSnK7Zz4spcgej9jLOAaC7jMsWQscirux74qQrxsjkxO+FjnAlixiMzrWdzXpZGIGwCHkzo613OTIrCvR2Dx7xrivcu5ABUn/M9B5eN3wCLs5OdSZtLapDs+LQSnz6e3gk0QehgCpqJFrgzFd8yjTiewcjnyM2GsjPfDrKz3Yjio3L5Qr6CSewwHMyOwImM9u/JR+Bhwefv86qHw5sbx8PACtRSk5KI6rDmwVhFHDAeb8RHSJ+Rq0523uWLTRlJPm0jDsMPdIrE5VYtggb1kLetbbYSImnNlJv1xSRFYkcKpTORhAC0WjWE3r/yKFrouOlDM4ujpeNJxosJYzZysqmjNSNfbyGU6ThFKnoHlAKCsVodEbdtFFTWgVhij9VQyT0Kbj+PDVjbWEAI1URhF4ezbC3Odwb7EsrqrFIhZs9M1gJcQJjuOBH/kKW0ohIJ9zwj3hgDRJXvJWFSA36/nAltLuO2+aLOiHcCAnZzJelsr4atFbY9mAJ/K7JYHelA82wl3ZVdZKmEqQlh+xxbqWPWwmIu66/QNEhaaRwkqw0OBpUPdvitVwhosThWEfxWEgR5p/cqpuNEXCEPZOWzLvgArJs/ahNS+oaOZGYSN2JiasDBtCtNXLGdozAJEi2UUh9m+QiiYicl2LAD6BSf5WE4wcym3i8SDfCkDFnufE+19gDUWsIzNBFyZsFbmuKj0acSN+7P42RGD7gTcGZyoSc8WkruFYYCjqOERa1mAQoYaya9krJ8fkbHIv0aBzPBPsEyWgbh1N5ZKX2w5icBKwZW8HsE0DCprWh6qhFG84Dvn8ntPBlw5iBY5fOdcfteCTIrDHLMoEptnRWDxXRZyLMrJIM/KCIaCq+koHnOnf3t4QmPfi6sHAdbB8JKBKi+uHA57drUiuSO7E4OXNBFKNTbgNmiklaSDEOxI6L5Of9ajl3FfVgs1rGZEC4d4NqnwcchYtkh0Ir938rqPmykAt5FveFU335K1bMEXTLrbHUrjzAsfdyDPdwBGZXklaXMqr+pe6ZtgrI7+Prp9eQ8naSeAajtp3oX3jtcMoxrJZVoAgcBStVOubwGUlVzpVRI1r1btp/P2gIywFxCw/HuApW9nEmnfwZqdg7rsye8AdCes1En42ci/Y8gnuHov+fup/iUFbMsAgsYcsAEWjZsZ+fmGOHvdEQMHKAEwOg5mNXxtIASM8wSHQ0GZ2Im3DtispLXeRkaZV5YSWHEzCLUoJyzJZsrsFcjs1bxfdTBZ4E0RmbBvC7UvJ+LqtkhWo9JOwnOFAEtr08bOlrCU/1+dK3ZlFyxdQh1rdZgFuCbNnIZAoZsdYHEVf58TzXpVpsDieSc0vUcybyg4VnABpoS5CAsFFydiVAk5Kb0/AizuZ0bGAqSAxRmDGnJlrAgu2UmgKWBwstqCYtiomDGiFvJzcagn3+vnzDVSnxIwAC09BJrM9BesFcPAd6CK5lzAlTsMLEElU+VGYL2fAIswcPYoYOkVXEB4KrCU3ZcRDq4SWEN9PeH+6R3hxaUDgOtQeHn1SHiDOtaPTaesvhxgUcNpqAtFDfWsGK3FjYHFialN5YcxsT56zRCX5/gFWaB9/hJAYvIQ4WCdsjkiRitg6r54hcQdpgJkzoB3R7Fjvxw0o22pEeeF4FLI0LCb9G7JSrzG+3SBuzDAkzUJ+QSXB+A6A6giW/WF7gFCTBjA9xhS+X7DsO2XL8bnahQ9AKB5TwPvc9yYyqPsGGV9crlmPlcgChBX68S6E88p9zfTQm8O1AIz9vK72Om8gwJwL+qfDKU1KQIMcDccZQ4gDGadShtW52B/rLkJ0Hbeaz7ogjlHu5UBIL93vCjwvWVbu4JV+uLwF1jLcFDhQveFA2CciGt4qBjh1CZHoilaxO5ilENnuVv72kL453zBMlr9HW+2oTPxC7rUe21LfZhXVsIS7y1I7KvIsRaips7D1IzhtiBvpGb1Hifae5xoyuwZnPDjORnf52R/n5NNS1Misw/nWrDW+PTghBwH4GQwD5kqIyNpL4k5FkA1v4q5VgSUzgxFC4DFYaiYmU1IyPsS9hJgCXtNhOmys30vIAOA6euJ7E5YCOjS8E5wRTldRuJ+Ai4YDaBFtwWfkfZz5fB75Qgqb2UqhIocGCqX7507HsYiDDTHso41V8YC+KnD3RxrUaxnkWfRsj/m9vHucPtwZ7h/clt4fHZveHn5cPiEcWI3TuGcri0JJQxwLEYdLKqvC5s41tcSGrZSiNy2I3oGD+HCsD+rFVC1n7uMkEHiDmBaMON69FziNZhHCd5QMLaTIEy4hC6GgOZkHM688LkGw0HyLJ0VVViaBFYTJ7Xjl5W2ve+JbvLfPUD7/OApbpPHnqDK8OZbnsRdCAa9gDKpFeluQNqHLQWUnysbmtNVE3Y6fTdhS8HJ96C1peEozhDyu+hAj+ChhZ9QdjvyeS8udUUWQegKItmnljBOsMhGVQDZ8W2ylnmhE4Kdcis463hd9jREtBaXsrGDcxRnqmQqACKYFDK0MpUREiaMZJu+w2MME+m3imPLWqOkrrUpjjYDmIoWhT2JeGFoWdjDJpEOR1A7nLOTXrG6sLiyjBWx61EFl4XcJQsA13zYajo1q4nhfU649ycCIE5SHRfRdcEJPzZL0cLQEBBxZPAe86oIqIwUWAlLpaDyNmEtATYuZPH+yFyyF5+VNQEgefD5AisWlwFUzMM40bP5DvEYBpYAM4+LheUUWHwPmSwCitBvBFgRUAmQZC3BlQoXoz2EOfys4V/CVph2AddkvmsOjJwHoHIy3gtTuD9jmLEisCYmwFooYw0XiZflEw4iYIy5A7CGDrWHocMd4X7ftvDs/P7wBta6P8iy6eayUFKNvSkCy1yrATc3sXljfdjU0hwBcPDVp6GdjuJWuonNtZTd6zHeOrWpldCw5wIL1ngsuGQpBQqZSUVQ4cL7iXcwAZR7h1sx89YBMlekdhCC2UbinMFtl3F3cIIbbnXCRp2RsU5wshNawgxJvqKQwcnOSdsF8ASkcn3v+UHUPxRIQ0peVyDRXmRYaj6nzUihRKYRlH6GYomzJyxOC9IuQtIO3qPCp9Ln5wh0gWttSjB5KyNVUNCVJdt5j9OmfL+5oZ8VJXbA5kUgtTYJOL2QtRwyletP02Exac1KRrIY7HBOa1uJvJ6Yakt3yliGhJhxmXWhcFHEzJKNKLmylkM5iwFXCYOCLAyvbqxjkwj51Irl2Ji4XbWUXIvBMTgtDAGdH/geYc5YTtxxnIwy1vsAIeZTshUnncCSVRQlYi0LtsqIjJUylUBL8q4MwBV7tvjZCCx+Jta8+MwJgisCTBYTZAmoklFpCbMJJkNCATaR+xP4d7P5filjpeJF6sAYDSxDQZkqsS0BMi4UHpGd+L2SHAswAc53wBofJvGdJ2eMjflVbtYvwtTM98IMjjTHSk24MRQ0DCS/MsfyAFg94faRznDjo9Zw82Ar4OoNLy/sC48BVm8HYWA5SlptJYwlsJDdBVZDfVheXkbCvJt9WfdYlvCKEBCp/QyzBnGyN6P+1bGJpMvcCnAlh8rfWU7cBFgKF+ZYzh9ssIOY55to7a9kvkYbQHS2u4xSD3PU486openRoqondgcqmzlPch+gwQQCy3HUntRtMFY7YV/3eSV8Zxya+/gzhKjc1yYlazkZqYdQTknfOpOtKYLFsK4F0OlRtEWliRxpNJgVSSxkG1oabspwERR4G5Oleah/ME+N3kYA4r8dc6++JJytp/XFmpwhY1LPQsVEhteeVQew6qjLORI6mWBLWEiOpexug6Mjz+oIA8uoXcX8iTBQaT2uR+U9gmszFwM3iMhYRbT8bCG6KKJwXsxjWUsr0+LSzYR+CBYrXNNju8hKZonMi7mV8y084tRbrviyluHfe4AkhoCccFFm5+ROWcvOYdtHxo4nPORk9EhAlQArhoP8fCaHwDIcFFjvwGXY5/OABmDFg8+P4SJAEkwx5BNcPgYQo3OsFFgRbHzfPwsH+R3MvyIr8XPmUiNsxX0LyoLKNhKVQcE1md9lEgyVw+8Rj/HvhWmwVgqsWCAmz9R5sYD8aiHAWuKMQVzuKwsE1omecIfJRbcOtoUbB1rC0MH28BBwPRncG45RON1SXhQ2V5eyraOKAZlVkbE2IWIsr6rg6teL3HwrGA52uCjh4s3QyuSmbuayW89SvHDVj+3oFo9bAZzAsmgskCKYYKdaJjnZk2VoaJtILXu14oAZ2K0GQDl+zbDME14AtVMrUoq3t8lbu289oT1hncXXilBh42AneZcCRhQeZCsYrgNwNZ08HmdMdNCu0YFK1yWbIUbE+fI2HwIA/60mwrcGPleHh+wiGGRJ1cYqgNMCoLfzHVxsUGnXLmFj3EBJW7wbUmyNr6AutQ2Lk0Zbc0M/x/qVwzgtaCu6VJJXOa/CGfUN/BtNAK4WUFYCrkr8kAIqdV9YQE4WIaD8AZ5SQj69gLrqozkXxtrCCLQSwLWhsz2ylkCTsdZ1UL/qasO0XBPylzEvECVQqX3WGhwXqIHZM6dGtoodwsPihSGgYaHKoIwVgRUl9oSx/n+23rM9ymtZ1/X3s+c0GaGcUc5ZrZyzBAJlCQQi52SCjckZjME2xgHngHOe9kxrrr33+V117qdGvwKv63wY19vdagXs9+6n6qkaNVTP8oIwhoZUa+U6gQV4f4IrhIvKuaRagsaB4ip10jBPh82BU24llRJUvJefL7gSeewuIM+fdV4oHxNEAi2YGVH/4POK9afHDlJQqXTCztDlDlQCi5XC7xVUCgMjsFKAKnXNi5ZDvqUaVj7HPMkVDIqF5U5+VZ4W5l/4DmLamjwUfABcD5koe+/wjN05OGl3GYL59su77cpxnLNh8qwBjvnkf8rw3DR5FmHglnFrHB1l/9NW8pJz2O4f2OHHH9uiT296jVyLvAqlmpKRoTO0gExqpVqVxk4Lrs2olFTLYUIZFA6qmKyu9lHCwRm+Nk44KKWSIig024ajOCsjgRxNMOy9e9trSaFAC5CEXlu4aRe5kbddxuY/CxzkMnq++wbmynnlY4AopSL3Um1pB8Mzt13hayikSgEKOdWLqF2+w4wCUD4kBZxFnQSVrirwCuJpB+ua/zs2o3Ya1Saghrl2cnNrvp/9RoMfAAAgAElEQVRMCp3U6C4hf7tUSq95NztKOM7PkYGheetbCCkn+Zo6MUbIvaRc7mKqox+QN/PvU5Ou3EEZGhq7Hea04/wBpkJDQSYXUMaFwsC2BXIq5t4rx2rh/59amTSfPb1adStUqqqC0xprOaanyKcvSan88O6sNDcw1B8oA2MNV/UGKhQMcEmtIqgSve9PedPqtTiE5FprfAky8q31WO6EiOt4rJBvfQJGyPIKz6VUkYJ5d7yDFQEWIAtKFcyNyOTwHcf8XR4iojxSqgBLUKLnoZJiqYM9vEa+xfdJuRwq/i3elAvkyXGoUpRbrV1tKWtWYF6ssByg0u7hyBUsBi4plnKsyjSO9gGuOlYDbU0vPCAUfABU90/MA9Y0YE04XPfJue6e5vxh9hl19XTayMRmmyeBbscZ7Jigaj/Np98UbU67drF15I4defcT23HnIdv0Q8f7wtWbXhxWfUp5lCY4aSnHGiO8kxPoRWJAm0DBHDKBhms4coQTDBUGcoNv4gbXjT7B8zlyNBkXC+xh0rE0A4tz7Gdia8dF8jCUQC06TVuHsZ8ZkY2VrqlH3koElHOok8IxOXWL2OSCSqHfFm7W7VjgarnaoQO3T4dCs/oOu5kCrJBMtv7ixfMOpUwTnWGlro+C9jY/j0ohnFRuKwDp57cBiYaLDvE3tsxOEbrx7+FrU3Rk6Hcqh5N6RW1MMikGMRyCWpFrERYqv1LdTZ0YUqzN3onB69qgSDiohuMuZj/6RCagCjCxvwpzQnuzdLKj4NIhCCoQaxpu29yU5be3WFotJzU2NtBp0cReNkyLMibdApTPY+eqptsNgKW9Vyu5wVehFmu4AVfySb6Sm05gBagI3VII3VIxHFgKD1cBllYIBUOutY7wby2grV8niKRegIa6yfRwiHjuwPFaBFdkXHgoyM2+gd8dVIwbHxX1ZlvAUG+h9wkCVRKFWm99EmD8XVpuucdh8vBPYR8rTWEfK1IqDw/5AEnm3ya1SkKVkwArOa5WGYC1EZtd5kWUYxUl4wxyOKEcQQ8D42CFOtYJzAsgukOOJaUSXLpKufT6wQXqWISDvcP9NsMZxR0kvS3jtDkRZrTx6adKvroOZpk7uOv+I9t++4HNs0dLdnvYlh+KxlGotwl1Up1KdrrUSkBN+pVcRYCxZMFvAj6tzYSFCgVHDx0lb1JBme3xnC0lsIqbqm3+JO4kXRPdC4A+3m/NbELsnuq3I/evsY3+OipEbkduprO2FNYpp1kEJIVwmzEt2pijOMkRObMyJgBWk6Hk2C0Ca+PmIYux12ru7EkP57bRMaG8TuGnir859fWWVl7EZCMGsIwOWMvkZjoi9lrLzBSdHt3sD6thV3G3h46z2sQp+PgAUKgnGL0vUFtEqKGNUacSPOMAq5BQuZTCP+8VBLxxlErPpVY+IMZhwagAIDcxdtOuhNunXEtg+fnCcaWS1d6BcpXTvpTdWG+5Wg11HNrNbIu6SrfXZVZoRfmVBnFqO/4KWnnWAJas9RXkHForWbLZ1bIksBL4xJY7KChCjiWw4lAREq7j/VKrtbzmg2dQsPUoWHAHn+VdHh46ZMqzgNWXHodwUKFhEqBHuVWw14OChccKB1U4Flg4g8DucC2DpVxKnRkCCjtdi58nE0NLUMmw0BJYyXGw0lCsrLUvolYCK5gXnmMl0dLkXReABVS1UityrEbZ7XelTHIFtQgFX5NqAdbtAxN2e/9We3nXuPUNkWcN9dHmNGpdW8a4WThvamwUZ5DmXG6ibmYPTr982fYzD2Mf3Rg6AFzzMTTLXXUrtTVtQqEUCgoi2euuYq5agOUmBja4VI1cS67gFsJAOYSbyL9kVUu5BIjOzZLVPQmYddzM2+lGP8YQmH62uozvnrHW0U4bX5qyE5xVtfMmCqR+Q4rNchbluHldCThVf1Ju1k6HydzxPcxyP2K7LlEqAIy5c6jLyUN8iPRzPtYwM99PMenpBnUrNnMClI5vVdiomX1pJRs5sqfOxvdutWmOX108s9f2Xz1lzWwtqe6IWeNgu/+8XddvorzsPyO8kzKpg10mhBRInRUaxqkwT93tCvsEkOYIKp9Sr6DPt1B9i6jB5wVyLI8USaGg1EvdFdrM6MoFWCoECzSFhnIAaykGl7LVJSfW4GqV21AbGm5lWKQycQl1Wv0cWCoQq0cwyq8E1iopEpBoqTAcOYO+NYQbVEXfNWtlYCgcROWkVIKKm9RVixtWz9fHwZKRsWxmoF7uBibQBiW4gCnq0AiASbXkCgocWeuoCyt0tZMr8ThFcACRwIu2jTwPlgPkYAkkQsA4UDIsBFiKq1UwLZLIp1LWKhRcYemAlcvfXcCHTCGzLrzrQiGgTItUFEvGRRo2O8XhRvKrWDZg3T6KQjGf/B7OoIwLVytBxbqxb9yu7N1sWzb1Wudgl3UN9XBQNlvQI7AmJhiXNcIpHgpRjtnRJ5xT/MnXFI3fZ9QXqoVpoa36o4Ck+pa25s9RNFZ+NUZop3AwGj+t+XoBLMIp3jfF90zQiTF5WtY8YBFOqZ4ke3yBm1qH12moZy9TXaeO7Lalc8eth+lIsb6YLbAR8cj9m+R81whTQ/40DFTDqIRCQDmBc5gWc+RsKsZu3r9gh4HhKIAeu3XGjtHFvp0TR3Swwcj2cTtOJ/uB+8yDR+kEvPI+deTrZ+mgtoJYqXXP9Nji2R12mUP8Tj8AZE6U7Brvsx626x/08Wscf0S+JvcwgKWjemigBRyFgmFzI3kUcG2mAKzpt7pKsVQI9vHSDpYmNbHhEcVulsNHJ4xAU7jXuV2bG9meTxFZsy4UGtfx9xV1dYS6FbuE85pinlvl1FZbZkWJrcVeX5OaEux1bjTBJajWpuIKcvOtZq1EiSLjwrssAERwrUCNVqFCgi4M7FRutQYDA+VCkdZwo3r9ygETZFFoGBQrAut5G171LFnuMi2WwdJzDweD3e62O39XsODD9ZliPTMx3Mjg50RfS3GonilUpF7JKKEgS+HfGRSLMBCoItMiY81K1GqtFaBw0e7hUqCqQKEEl641gFWvdiYcwVhOHKw7AHXr8KTdigN1R9d9W33dOrDVdtMZ3sForA7g6hjh9HfAahga8lwrNjLMAQoc7HaAcIqRaC998r0bGbtuo1qYF+q4UCfGMJ/0kyiHNkZuOnaam4qQCNVRp4WWusL1fAoABdYE4aBUaZb2oVnsdXfp1PEOqLN0cEjlfBKUis04aJu4OWtQhwLmDM4x8fb6p48Zd3aLcPAm79e2eA0QpYscxZtVvkVY6cNrCOv8hMTDSxzBw4xBZl8c5xigrYcXrThWRqi5m673d23PXc5dJkfy/JC/VX+DF7j5cJA7N7J3O6Or+RkMm2lhimxWeYEl5TPkpqXadl17lY2Qd/kbCIMJP/0UEfIoHX6g3GoA61yHyam4K6C0qVHAq9k26m5XUVh9gjqeR68pZ+oi1JNiDaKcAqubx2qF6tw+j80+66cyFrRy5GlPF13sfVbc1opR0egbGTOrtJExl/1WqV4QVhe7qxP5i8+1ADD1B6qVaQVgvEgSvwIlkusn292vyqekTNx0vsGR16VSq1my2kPYF1RJXRcBrLiZ4blWHDwAjArGAaDQWZGAenk/YRwsB4m/83mgoscRPLoGpxCgpGA815JhEUAKYV+UW+mq8DIZqBws/haHS2ol02L1i5ZJnlXA+7SKUKoSwj8tuYHKrzQNN4SBidaEWsW880JKRTh448AWu7533G4R/t0Bptv7ttgt1k3GMJ/eDjwDrdbe126tOIQtg/2o1qC1baIbY3ycT+tZzo/i8fx223XvMS7hE87YZZAKO4on1KArmDg4QYfPjR7lBj+mYjB51BG1LhEmnggtTFPcsFIqARUKxeG5HEJ9zeFDwabV5IvyuW1PiKfwSiZD05Yhq+uus2nOwbrJ9NpTHMezePO6GxNqRZLyjZ3EpSMEVNeETvnQ7A0d26peQrVBzb1C+HpsP6FulyUXpADbPrvy1cfsv3odVWHHM/mkht2o2dhzQq5qiZIKaetG9+wEcFd4Z8Jq/uMnF2UCPpb7tRuuzioODx88gKO3A+MnnGqv8WS+URHAfDQZKuUQ8XwY0HxvVrzTImxq1JBNCsB8XwcmSd9uZgji+gk0LwbPzzAduM/zqfK+XqsdHSHsY15gcxMbQFssp6Ya6BkQQ6OtHMDVGACuStx8Cv/Uyb6W0EprFWD9FaV5EXVaCVxhxcEiB1kJMFImTcON6lZrCP28biVg5Abq68tqJbAEVDAvNN3JDQyuqm0p79rgtSxanDawnlcrqRQ3dwST17Zcuf4MkYeCAkohoaDi3xEB5vUsBw6AUCCFjw4UHw5JhHqeX6HGMi2UW6Vhs2cSDmqAjLcyAVYxeVwJywvDDla8RxA3sCkn0Vo4ceSF107OUSBGsYDp2q5NdmM3px46YFvsDqGgnl9eGrO5zT1uYrT0MNu7txuToN/ayLNax+gjnJwmgWfvE3WuccZOH3j7Y/oH79LOdI8cRyYGudUrV9ncSEhIzuRb8smfhtmRrEPptPfKoTqDUwhYCgHV0jRFfqbztdRTqJBRoaPgCoeDqzaE8pF7jRyihYibtWuBI0kHYhzi3WtHbhyzYyjPIQ552//godeolKvpe+YvUgog91KetJ3OEFdAYJFzqBpY1/S45ZRttAT+A3Vu38SuY50SeYe/Hftef5/yRJRVxovKDZp9OHqQU1EAobKrzVJw1DSwMokZc6WxKobCcHzq1Wv8u0M9TjmUir8K56Q8nbib7uRRg1LnhPcAqssCxVJDbtTa5O1NfF07gTXPogNl0gg4weQOIWB1UwjWiSy5rU1+MqOKwVX8vypqZ7hoVycDcXACS9gWkpPFQd3MXsegiGpVbqfjtIUJt6HxViHgCgEFRCscpDhc/nhVUCyFfcDi+7MASF0WCTwXAAr3PBwkb1Lbk8ajreWxLPiEBH2dKytyA93A4PscLl0drOg5aiVzgte1BFa0lsGJK5Q/XwYrABa9J4UPi2QA1XOpm+dmgJUMWEmCikJwCmZFOiuDlbWOHAvTQsaFQkF1tWvJuNCQzuplxUqwFobJtAqsuydm7TYdF7dxAa/v3gRcY369vX/C7hIO3uK1G6x9U73WP8gwyp52awSuGA5TG/lVC5+GLfQPdhHrq1WmZ2nJljAv9jx4wmi01zAx1CvI7mEKx4MUUn36Eic+6tziQeDxSbdn1D0hYwOnkBBwq8JD1GQSiDafwMTAHZyhJWorAKqnbx4gpnm/vqabejOwbuLaR12ngPCtdazZztw/y+yKU74Zcc+9+zQAaxs96okaykDRHil1XGxXDUs/j3BRp0sOMPe8AWVeR0KaxYTductnmEX4OBggAK/CtVRWR8MqFPWCN2HmJgwN2fM6/XBtCjcP35+anULo3MPJkTdcsdSLOM3vkPvnc9Xje6V0gn0Xu3w1ydbDQg/3CAU9LKS7nQMMVLfyTneAkwuobSGdqJQMDK1urPdWcqrqTZzI2NtpRd063ICRCrQ2Sb2KOjilEbiyqqtR4nxbn53pIaC2hUQhoAOFeim3ElAK+VagSFoCS2olK30ln+b+XDkWEK1mqV4lwyI04VIIRn18SbXi6uSAxRVKr0nNgjsYwJJyOVjAJ/s9uIGCKu4QCigpFjBEYMnAiIDRVXnUMjSAtaxevO4hn0wKwHK4eBy95o4gqusWO/9WgSWoMllqZdIswTwHS9tFQseF7xwWWCwZF8qxmjEv2nQ+1m2pFR0XN6lf3UCprgos1i2U6vYeQsGlUbu5a8Re3Tlmm4a6ra2nzVr7O6xtdJj9Wpusg6Wcq2lsxJrHNzOwkhHL23YwE+NjO/T4E8Ci8x245hmVpu0koydOsFeKzgLO0BoALBWGleto9p7URNa6Qj+Fg1MKCalpCZoZFGtGO3R1BRCphudn+n7Vx4BPx30WxqqttKnEzrEbej9mhGpeGsE2D0Dz5Htu9UsB+X3KmfR79brmU2iHbws3Y3phNp/k/Afra7Yjjx7YLiYubeV3K/QLO4R5LDOGDwBvHObfNMhk3j7GXhfUVbGHiRsNsDKLslDQdnKsWwwBved54hb9+5mJqLnqyosGUCSNiPbx0IAlu1yqJagEmYByJ5DX/DwsXtOos0HepwZcda5LpbpQrophlKmffGpsiM51XMnRIXZQD1gB6pXbWOe7g7MqK5i8lOmzLF5U/sTNvJIbVktGRZRXRWDJWl8BOAJJRsVKXD8PB3nsDiFhnxzCABZFY4yLKCQMSoVi8d4oFNR1+XUPFQUeYOlxBBbPpWZay1ABmyuVg6UuDIESFEv5UwSXmxDLuRWvx1XLbXpASnawQj6l/VbRc8+r+Dcmk1tpCSxBlUUYmANYf2q+JRwsY0mtKlPZks+1lv/fMUJBQdXuYOEKqk/w+v4tdmPPZrtBOHgTsG4A1I2lEbu+cwS4eA5oc3S7d3VTFOUTvW2Yug1q1Yx50QRkDUMD3j9YT+5VMzzqudQh7Pf9OITz1+7adupcs2wvGdcnNjekcpVh3DVtY58GJDXEqutBQDlEyl14zwhdDNpqocKsutZdbQBLnfJq1JVDN053h0JMbeYr721jlnuu7Ti1w44wvmyRfkFN8N1x8ybdGFeB40w4oAFANSA0TKmluRdwZFsXtdRbUk4qB6olY84M24kn79O2xeEPQCXnUn+v4Ir2kunDQKUAzUpv4oMls7SATgVuEgY4phdksEF0xHYTRmrrzJj+zfx7esiv1LsXzgrWfEB6+ciXelAtTbhVF/sQAPXvopsCiDQ/UG7fAH/fEGo1zGu6agCn+gV1LE8VEBX1dFoFIJUQTTROMd4M17CwHcOiqSG+Gi0RtVrJHqhVUiY+7RUGrgAwB4vH6rAQXMEFDKoluFZKnVAkLQeN1yKwfLMjwKwGoKh+FcHlQP0PsNTa5IZHXM2CetGVEYHF3xOgisDSVQoWrPY/qZYr1LNQT7Z7ZKMH9QrhnsBSW1RkUiivElgOl/Ir/j0RVInkVqmCivwqG7ByASuPNqYCrPbQ1R5OG6kgFKyihlcDWA0oVlMcrA4dlXpHPYKEgVf3EvLtUdiHYu0ctmuLw3Z9xzCQSbHG7CaAHZvsta7eFutAtZRrKc9qAaQW4IqNUExlNfK4ke6MuuERPtXP2yJhoQ6r04EKyre0lUTFYv+kV2jHjTmJ4ijE88ZYlEgNsHpdrUuzmA7b6XpQU6u6Faa5qafVh8iNOnpEmxrp4jjBOOoDTMfFwKhjHmJxc4X1T/fY4cuHOLaHTYnsCdt+nVHYnFTv21YUQpK7qVdx/iJjBQBG3R7aWZtemmfp+ZlWWlfGjTvLqLcPHAyZFcoFle8FwKK+RnWHHAesJXfeUgpybCX/wTdwnEs+R6ZOH6OuxWwMqfKA8jB6/wZw7sLJIHRKYIt3qa9vnnogIaHcQW3/GFSIhypJzfoBKxrAKZi0kVE7h3vIsWJbN1sl9TztrSrtY6FUFfw/iU1TCtHWkMFeK2JriGYFprPnamVKMuBr6CZzAgFJYPl+K0wLHSYn80JOoNYzuIL7J6jk+K0iF1lFncfBklqx1gLe890WywolIyNuZrhpAVT+NaBaVi5+pnIyLxijTMrDQjMuKsXjZavd4Yhb7q5c8VDuf8AlN1BwRSrmgAFSEpFEigwLQHKwBJdyK0LARPKqJELcZKx1gZXG4yyWGm9VGM5PYoOjwEoKoWAFilXB+LNKOi/kCDYCVjNgCaouzW6/fWjaruH+XaNedQO4ru8etWs7huzqtrCu81jr6kK/XZjrs63DbdYusJjx3dzXYS0Ujpv5H9kEVE1AJRu+afMmbjIGfi4d4EBwdWLc9RmEY6c1Gfc6wBGGoQBK/mVQTALR3HnlP8pBCAlPBiUSXAJLSuX1nxPkXSjaJGHYDGHlDKbIVvIeFZWH9qEEhFZq6anua7P6nlrb9+pujue5xKF5t71ZeObCJcJQDJM4WBoYKmBUV5NZ0jjch8pkWn5VkXVQGD7+mMPr3lZ+hdoQcrppwd+t7S9SviG+ZxTjRM26mmVRg4on5lIX4j9yIopX0VRpi+dPMiuesdxXLnIkkbrdqU3hYqrlSU2yaopVg6yubeSpMiI0z2KAEE9hoQZxanewlmZ3SKEUIsr0aJ2ZtAYaaqsFVm8XnRUMEeVayzafGB8SyrHKUTEdx6ODDVZRm3qRm3M18KhO5RABlh4nZWdymBwzBNMwM54Dy611YFjJCmCppqXHq1CooFoOFLnXWsCLlOpZ+LeK17QIAVGuaD0zNVD3OFQBLOVbLFRTYWAi4WAiz0MYyGMUKSgWoCiH4t/judVz4aBA0tLroQ8whH5JKJTWM6j4XodqldetBFbK6gBXOoA5WKhV1MJUCGDeH0iOVckgmSqg0qqnqz1Gx0ULZlV3fqr1FqTZC9c5wPoaFvt1bPXrhILXCP8crO0DdmVbv11e6LMr8312aarbrnE9OIFqdTZZM/O9W/u6rH0UxdIn5NAgUA1ycxIa4hbGRnEJh0b5lH+ZUyA5hZ5OjO3MIVQHvJJ+feovXNBBbNSYAEnmhY7uEThRDUtOoepX6ljQfiUB59Ob9F7eNwWE40Cix3IXe9nGom0Tjcye38jh39PU5q589oAWqOu25w52OT9vlJ+jhllNhJpSrgZYGoHdzWi3/NoyK6jKtxIMkF0MnDnzwfso3W0K0eR+ADXL3+oTpsjLNvG3hK57Goax77X/qxoFX5/J9nUS2CTmd1e11ZEnMh+EQvUepuQK6iHqfX0057axhUONsW1Y44Kqh3xJzp7aj9Qb6LMqgMjDQvIsgTWASg2Ra2lLiPKqtunpZaCqyW0FlRpsK/RhJ7Amt7haZVSW2irUaAU330qWtoOskmKlhbFmGg6jkWY6UE7H8/xZrVS3CmA5ZMCjaxQWKrd6tqROAKbF9/gCvvA4XNXa5E25bmgov4qbHKiHGxf+HKgSZbfLtAiKFcH07ApgqFIAK8AVmRYOGsqkulXIuQRUULek+PdIqbRL2J1APiRkWkipkgXWKtnstDHxt+fwuk4X8cZbwJJxUc7PrsCdrKQ4XEsYGJNaAVc7bmBvYbr1F2faCzcxLm54l8UWNy6uEvJd3xkU6tJcr12a67FL0112YWu73SLvusPo5dHBTmvif2BbN7UtQpDW/l5rorbVKLBQLMHVODJqtf39nAw4wKf9WVtiFuHSa4/ohnjAzc2NiFJpV7FyFamX8iVBNc/NLtXyRT4jsHyrOy7hLO/VAQoKx5SfuXlBvuYKQlg3diJ0nddyg+eUc0jCWIudeoPO9ps02N7g4DdAVp6lmYayyYPNrlmH56xlYsqSN2ZYVkmG9c3025nHDJB58Cbvv+F/m9RNhoWHj9oGo42b/N3626K9VpWEYav5D55ASJDKAc/lLVVM4mWeOz2G+zBAFH72799vndovxRJYzTNTftU4M6lVZMGrJqVZgGptkkJJqWRq6Hn3LvZgAWYle+Jym2OEe/0OdUEr8ytiDVjrrRzLM8ygmA5OC2EGeyWjopkR+CKf9qvIoZRbreTG1ehoHSQXwGIsWQY1LX2dmztakWKpy0LuoIDSa+qs0OPIDQy5lcK7yLwI9SsHCUNDV1ctKZebFcqjyJtkUkihAEuK5XUsve5QBaVazq1QsWeKxdeALokVhXzPX9UPmIaipfLvkQP4DKwAmLcv8TsT+XuS+Ld5foVKCSypVpoUC6hyCWML+KAQWEWEkg6Wh4ECa63VybQArFbUSiFgf1GaDRalhxxLruANwkGvYcmo2DFiVwj7Lk4B1HRHWBPtdo8ewo8YZHlwacZirQ3WjnK1sVp7AW2QVif+BzdwFVwNQ8McyAZY3V0o1wibH7m5779te15/TCcGMLE3y+tACv0ARaDNa+uGbliUxU9/5DV1uevQOe23mscSVw1q4JDGiPEa4ZnytVGse0GpibPjp47z+zg5o7rQ8qrzbBszEg9xXtbO27fpfrhPJ8gVjhRCbfi92y5doXj9CgctHLFaPvHXU4PILEm3GU4sefXjdzm+hw2chJtuqfPzw14xBsvob+e5WqxCB73Mk8N0WcTcapdxkZybSJ9gK5OgtFP5JabmUgfj93Zzzpi2gsgoaZqepKiuMsU0pQKFfYDDIQ9hCwj7q1TLUo5FOKjTQ5RraTexjj9tnZ6iAFzn9akCir75/G4NhpEDWAhgKgRnVJVjVuRQNii2DObar6Fr3TcwEv7JvEjLy3EnUM7gWkJAzQzUthC314EnQKUr5gVr2aTga6viYMli9xBRYR6vraUmJYAEmudQfJ9D5W6h+galUqF+5SEfN30EVHRVThUAU7E42O4eCgqsRHVlcOX1RFRI0CUBUYrUCZAEVKRcek2PI2td9apQDFYIqNwKJQOqRELVxNUrAArTgk4L7b1KZykUdLDIKcP+q1C/Kif88452tTGRXykMbEOtBFZPfooNc6zUC3dovr0DWLcpEAssdwMxLa7M9trFyQ57daLVLky02eXpbnuTTvgvGUH9JjZ2LyZGa3uTdXS1WFtXmzXzad2EcsUGB62OT9JmalwxXMOa/j7qJ+3WPDlDWHXPDnFA+OKt18g5bnlIOE49SFv3NQZNhV85hJp7ofBOXRGj1L7CQE466Kk9acBMNzefaleqbel7JlCfec0mREF6CbMayDEKGiuBJNuGt40yvozjUun1W7r7EBCuAKR6FNmXpVAQwFR7K+PfkcV5xsWNRXbgxhm78c1T5gi+C/ThfXL/tJNZtTepVpjJcdg3Ts4xAmAAsyGf0czrCQnW8x86mZPTN3H6/BKOomp3+6mlqXNejcCqecmwaJmlSZbaVwu5UsssB/yRU40cUB8gORVOoY+Mxi3s1wEH2xkEMz/poWEX2+vLKdIXd7RxSgh2egvH7jTU+lAYAaUOi8IWxkYTAm7Iy6JulUt4msbI6DqUFokAACAASURBVEwKw2HrvTYzOljcoCulULoCxjOYIrBQKT61NeNifYo6MngvsOggBDcy4irmDbkApRzLt4XwM9Xm5DY6r4WaVfyKIkUOoN4Tmm+Dvf48XILqGVCCKlrARq4kl09QSY0EUQApyq1oyuX7w4q/BwgdrAiquFopBNRJIpptkbLyr7Qx/QWw/mrZ617EEVyBYgW1ijY2CqpqbHa5gW5aMJUpMi2UX40Q9bxwG1dQ3ezqD1Qh2B1B5VXTnfbq1jZ7dUsL+VWn3UbJ3n5p0T7h+JpvOVzg6C5Uq6nOOhUOdgNXX6fFiPGbgKoJxYoNSrWADLCqenqsFLhiE3M05qqmxdE/NOkuUt8ZPoIpgIKpRWme0FDTc3XjKszTSSTaTTyKomjTo0IvOXBhyIzqWTTLUp8SJJMYIj2Mv26Pz3ko4+8SKG2bWji4+zIHfb9D0fptisHXHFp9j7an6JzjFpQjr67c0ooy+Hsb7PSju+RXn3FG1tt0wCsHpDwADOrwUKuVXEmBpfO7ps9ippw+5e1EFahFAiHBBvKsgooCDkifZ++XwDpDnnXbf++gQkHs9n4+HLpQKW1CbGWfVOMkuwgI8cZpXfIDvVEln8OOUyiwhsjB+rjGpjjSlG31VRgVlayybgHWzsbFStNWex3BU97dwUizalu/MYsx0ZnxU+9RozRcQPKpVeRZGmumXcHqtojs9aBUUqcIqnBdzU23ju9JACwBpKKwhnTqsS+AlNItGxeAs26dlEv5VHD8BJjPvUDRdNRPVAheS8gnBVNYGFY8HJQasVSrSuZvVG4Umm/jSgVQUqwoxIvCQMEV2e1qrnVLHXj1XlntUinBpW0hiaiVFEumRQb/lpRVf7E0wEpf9VfLjFvtebiCBShaEXmWh4HebcEWfJSqnhBQFnsrh811Evr3FqTaYHGqjVdkA1Z8H9ateJeFjIsrsz2oFVBtRa1YNxeH7LUDU/YGJ9N/xGzz7969bu9z7eYQtraOJuBqxynEfqfGFVNYSEtNA0DV9fZYbR97lfhUrert44xbwsSJaWBiMMyth6gWW/nZbqKZGDqobu6iOtG1RV4FWEIthYkYC16rAiyZBWqC7aObXuGZvq7cbMtJdh0fPsZNSujEwd+dqIAOs9YZxUWxfNvx8g7GYd/B+n+dgxoI/+IdE36MED+vmX1UKYUZlpifbFv2z9ixh7c5+OEJpsc9FJPfh5PXi0Xet09KyWAZ4BdY2oqi7nt1ifSjlEXc1MqxdOJhbulGGyVsW7p5l78VsAhFJ/g3dSzSwgRYwwfD1n2B1TS91Qdo9gLRJpptN9PxPkANS4o1jHoNYFZo71vDllF3/qqIDJRXlQFYAVZ6KblUPgqlrfaZ1eW2sb7KNuRnWcLGTMJbFIo8anWK8ipA4aaSQin8e5GbSRsZBVaA6ZlJoRzLX+NGXE/oqO33OiVkGSa+Vz2C2tzonRc8DkM7BRggOlQKD6VSUrEAWdgyopYmAOJvcMj4Xc+DFcK/OFjkg5HhEBkXrlICK770fBkshXuCiNcCdIR8/jyEgcERBDTZ61IoukmSyKcSV/7FUlagVCsJA1fF61cAl486F6JYcgOX9165abHOQ0DvtCAM7MO0GCnJtJHSDJuqzbcXbuAI3qIn8KbsdhzBq7iBlwUWanVhvBm16rA72PAPGJH2FvMHP7p7xr5hQuzPNLke2jdjjc211t7VSkiIcrFaelAm4KpHveppAJViVfdyRcHqR8bIf8ZoWD1je+6Rb91/xGHcjygcX/f61gJ9e3PMxtjKSGrtNlbu5A24KJWcwk0oWB+uWj/wbCa3msVyn0U9BF8vh+KNHFTn+EuES+QpzD6somE4uzzL5nEHz75LKHibWeuMatOYa82T1yiAbhpYq6n1yCIvbyuzfRcPc2Dda5wc8ojfB9QolJSpl86KkUPaLMkAGMDq37uP/Ekd+C9Rm6LtCFCya6t9I2ACOVZhbYlN0HC79/5b/HuY8IQaS3UHD2C503mhNqSmqUkv5OqwuG71C0qZOEt4DINiCMUaQKWGMDTqNo14W5JakyqkUtSragm1y/nQ2ohKKiQUbHn1dbYO23xdppprWYR/awn5VmuvVRKNttzMq7jJBVYAjHYl1EfjzPx1fY33RIqljnbtFtaYaI2LXseHxmryDRV3/dxhvjc4fiEEDIoV+gYF3DqWoPLF75Qb+PxeLA/7UK8AVahfbeB9yp8CXAEqqY2rVQQSz6MQMFIsXSO4dA1fD/a6vhZmWUip4v2AACO1SlnDAiQpVVjAhXLlUhjOw2ovoI2pSGBRvyqjblWVuobewDUUhNdbK+5vO+5vV56UKtM2lWXb1oqNNl9XiN2uRlsKw6pfXV8apH6FEziLaTGJWk222M0dg3afG/MttvC/88pu+5RDFL57ctt+/uy+ffjwZevpYTNfa32AC8VqIQSLAVcjYDWgWDHUylVLYeHgMDWmIW74YbaJb+OGu0jeQ52LfGsOuHRCyRbypWkOsVMvnupEkwCl3GmBG1NdF4Nq3AUwffqrlUk1rcH9dLezVM9SSDgIeB0c7aoG1DQ+Sca2D9p5joTdwWbDOc3j0FhsujW2nMRMYDZFETfnGqR9dHHEDjMF+MjD12kgvgUA7OZln5n+jiHMkgGUUlALEBWvF9jTJdB6gECjzvLqqvn0Z3pqXrrVtNbaPOaLhphqU6dySM3R0HyLbpSoja6I2CQnftCG5WOid2NW6IBuCsb9KNQAheAu6lutwFeMAaQaVTV1snIVgHksqNRsW0KkUEheVUStKq2kCIMiHYOCY00z0rxzfQ1qpU2Ma3ABV3Fjr8JFE1Q+NlqP4zCFbgopVgj/1LXunevclL71HrDW4oY5UFKf+FoGixvWH/N9vsFRILECWFyBN4IsGBPBoAgd7Xr8rBCs15ZNCyDxncOCRXUrLR5LrbwdCYVS29LzPYEBMOVdcaCkYvzM5fyKDwTvYl9D+9IqXMDnoEpb+b8sC7DyUDNBVcgqVhhI3aoC06KaVcvswGbCv5asZOvOS8MJzLTRshzbQm/pJIbZXB2KpcLwdbotru0atqs7+u3KgsDqtAuzHeRbA/ZQSsWwmbdeYnLT2SX74sHL9sNHt+37D27YDx/ctFMHZ6yJXKuNgnEbuVZLFy4hYDWzByhGcTJGkt2I7V5HKFgDaNXcENV9hIZcZWh070Z96NBQiDZ/9TYbJAXZDQrJbDlRToVqTRG6yaQQOJuOUjzmxtbAmRG2689qSwpbUfr3h75D9R5uog+xb/ced9yyK9k631trZzBddtPWtJNamqx35VdDdMTraKKNbE/PKMyyzTs20bj7ErPcH3hoqnB0hBBzmNxKQGli1KYT1NL4HXMvv+x9iOpFlAINA0xuVSndDFTx6bqo6my0HXS0a76iamUqCQzTedFP61MLOZWKwT6PgkJx344FG8Gs6JqbsZZJDlRnw2LT1i1WR/G3YXzMCrvarRiA6mgdc8Xiv2M5ClWFgtUCW1lnmyUV5rhCrU5NI+zTmVbUpdjEqO31KgSvTWLj4npamFCDaC2He3GYItXSVcaEwj6ZFgoBNePCn0vBPIT7s2r5HixAUhi4hqWwMLLVQxgY1OuZOaFQL55rcZUiRTCF+RbqBwzhnoMFPGHOBZA8Dxmv63kElwOGsjpc/Ew5gT58k7/ZJ91yjfoCk6hXJRH+pbLStFb+P5YBWNnkWMqrClAsqZWgKhNUCgHVZUGzbQsNAHIC+zArhkuybKws17YC1kT1RltoLECxaLxVR/tVcqvL2ygEL3Tb5fkeDwllrz86s9MenWZKrq5nFjnm5yyKddO+xhD47r2rHK96xWanaGlqJ9/qabVW3LUOOjJauRG87YmwsEGLJLuuh5AQc6OmD1ueOlfj2Cg2MqeCnKT74tWrDKN5wObEx/4pP40t7scCAZcMBOVDAyiIuiR0g4+Q+6iwKxWbo640CnR6j8yOMWAc4PTJtjk2+/W1WyHF4qOc0njgzm3bhjM5e5GxAbxHJojCsdSiHNvIJ84sJzYeuHcDB+8edj+1MlRqkAMg1NfYi1rpsc85RKXUGKyNi2OUAVTwbUZ9UguzuYmZnlqYZlMn9hNOPuRDg+lOyhu5dtP2pB7BZsyS5skJnD4dEEcnBWFhD3WpalS9lg6WlqkJD/+qKAFU09ys0K+U/4aCSoVg5Vfl5Ff6kJILmFiQB1QZvhXEDzMAqpUyJVAq9QGuQC1Wb5BiEQoCRgArhHx6HgGm6wqeh4KwwkCMCsI+fw+f8sENRJnioaBMDZ8v6CGhzArA4vvXCjBdeV/YdwWMPFeYJyjduADYMDAG40JQaUnV9D6+5mYFwERwJROOOjyCiPcKID/Oh149KVgI/8LrCgMdNr3O75NSRVCpfpXspkWw2AWWcqvUF/8CVH+xbOz2XFzCfHKwIuCSWnnDLWrdQIgfw5hqRqna+PDsyEu0AWpWQ+RWo6QcW6tybbauwBZbismx6La4ujRsl7fTZUGnxcX5Lletu9jvjxg7/TaTmiKw3jq9zT65dxKlugVYV+0bTIzfCAlf53SS3p7m0PkOWF2A1cUAmjaUqwXV8m0mXBUa1pNvaVXzuJYbqZqewibcQoWCyn/23H4YFOsCbp9P0r1BeKhOi7MOjsODaqlDfgTLXfnL0GEZDMxDJ4xUCOmbKPlaP3lRHTdqUW2pbT+xxJE9FHZxBRcxJcYxPAZQrPrNI9yQKExLuZ167aodf/QWTuN1fjbwyBhBofr3aaQZh8IBtELA7Rd1YLnO6jpCeKhJSvwc1CQlL4Mia4JlV+TyvsMA+sA/AKS4chM1jkwF4Rgwx8Y5jhao+oCqc26Ov5ODwilP1I4OOTzqAawFqkpyU21ULOa/XxnhtfZWVaBW5YSH6biAazJkn7P/KzvLkjbmENIyAIYbz4vAOG5/oRv9r4RnL1JHWs3ztUnqBVQXuwrBAk6wxe1zbnzlWDqOx9VJX6NOtZIbzDvYASgYFkzH5T0OmCBysHQNKhXs9mfhoteu+FlusQsuQZQUgIqmMQXLPaiWbPXQuY4biHHiKhQHK4R5AkmqFFcmANJ7koBM8C1Dxe9J5e/0MBCgHCr+1hSBpWIwRkUyYWDKiv9lKYCViVLlAtZGbWxkCawywKqg06IKsJqAqVn7rQgDu9wFxFovzXIXcKI612YIAbfFSmx3RwWKRRh4hTzKwcJmv0QoeIdi8dso1FuEfm+d3g5Y2xniuc3eOD1vn9094SHgt+/ftG/eu+HqpZxr344tFmtrsCZcQqmW+gm1nd9teACLYQE34F41cEPUY79Xd3VZRTchTTf9bV29nOu72VVmB53o2wgJlwjZJnEKFy4zRo3dx+Mc0aqCsMDq28/sCBRLBsckYA2TB+m1kDup85yZghgbA4RvPahEYWOt17OOPWCr/tUbdG8wtRcl7NuzlxFgdVjkCTaxe8JOvXUPt5LtLaigCtb9KJqHjORvPbs4QkduJMDtR/lCCxZ/D6qmOfZqPk4nHFtHHSuvvpRQUWPWbgKecjIG5Jw540oVm5qgJEDjLQ206qTo4HEDW2+kQjUU17Pqa6yAvVMdCzMcObQZpeq15q1bOZ1SmxXVqc6JIM0xir9MV8phewu51Oo0NizSNaFOCtno6gdcm6q5FcyyUB6F9b1CYKm4qhwsCTMDyBwsYBAsYV6gIBMwgCcQUgCRn6XisDrSNW1JBoWfhwUgnkMJLL5fHRhSqkihohxsuY7F10IYGK9bAU+YaRFXKwDwFiVZ66xgVugxkAGLh4E4k75FJA6ZAyR4WBFwXgTmfQGweI7Fv8U7Lfg3aAinty9hWCSv+KslSq2AK5PnOavpZEet8oCqMB4GltJtoQ52t9YxK7SRsYu8qg8XWbnVJj5EJ4Fqthalaiq1pdZy299dQ46FaXF5cQCg+ggB+3AAgerlXfbexf326JVd9ugsYJ3Z7jnWw5cW7COO+vnpw5BfffveNVetXz65Z08IEYfoNGgGrGblWYILI6Ott42FmcHN0tApuHAMWXVdOFs9qnH1WgXXIp5XoV6De5j3gLsnp3Dn3dfZ8nGXw7sxKtjiP8MMDanSCDmUwkDlQMq1+gjRhlATTd31mhZQTAOXbHjN8KsgjKrpabDFc4esDcu6Y3LMhpbmbHT3NnrpuFFx8HZfOMbAGGbQ092x9ax+zjnCPx0erhMiKehSd+okb5MxsuOKWrHoDjn9kjuG6qZoIh/awMbGLGz2FnZba8yaygH9e/gZhJ36OxqBSmDpwIJubHaFfy0TE4SAQ77bt6C9xZLLS62Q/1baSxWb3MKEpTFUHcOHsE8jyxILmQGIMq3OJH9CrRQCrk4jp9KiRhWtVb41BHi4gVdhDKyUccHj9bxvXTKhIkDJnFgu9AKHQkXlRp5fSYW42VXAjU4NWYZFr8WXz7rge4NK8X7AjEwL71gHRDcr+FkOloAF8D8vwRVyKkGlFUI7gUR7GKBoCarlBfR6vDydiQ+UZbh4rHamsC0khIJBrbQ7ON6+JLAI/ZJRK7mAyqtyqV3lURQuUBiIiqtupTCwjjOXY0DVRCG4jYO7ewrS3QUcIX2YJM2Yqy+wbY3FQFVhezor7WAPYF3fM2qXAEth4FXqVVKqD3RO1jWO9bm4z94+twPV2maPgOrhyRl77/I++4bDwH8Equ/fu866Rl3rkv3w5LqdPrxgzTiEUq22Dpp06cxoxdRoAbJYR4vVs2r51K3rbLda1KsO1aoDqto+8oYeknAUrLSzh2S8l06EBUyG1+zgw/d8k+TkOQ1vYfoR+dgYvYYCSdvkpWCD3PgqKo8qdFMNjKX9T7qxx0+e8JMcMysLbAKjZdvRBdvG37nn7F7bzYkqIzvpEB8bYOs9Od6tm0BLUZralisVwKp1SoqzBXX0YjW/V10YmhYlt3CAGpecwUb2Qa3nP36sv91mKfJOnCTXo7CtRmGVBPqW2NKyFbAmWWznqB8bc6jquJbx4bKR7ol83Mki4NI2+oLOTi9cl+P8FbR3MGO9lvkZBRR7mVWRTS4HIJqutAHVWg9kOn1RcwFlra9BvbQ1RCHhCmBa6eoEYCiRDueO6la++5c8ark2BVTaNu9woTBuSAgwqdUyPCHEi8CSeoXWJHZNA5HXr6R6/v5gtUeGhTuD/C2RUi3DBXTKq3zz4jJYgAMgDpIUiuUg8W9MjRZqlsaKgArXEB56Ay7wu1K5YgXTIgUnUPa651VAlSrDIh4C5gFWPtvwVbcqiedWmhfYkEEISBjobUu0LPUXZ9hYeY5trcmzaWpW2wn/drVVEAJW236gOjJQr1BwFKCw2YHrdXYTPwGqJ7cDWO8D0ePzhISuWPNY7nP2LlsxPrt32r5+87x9h3HxzaML9uWb51iv2GesbTO0MjEIUi6hwGqhf62Zm6WRQmY911qWwKoHrNoOFipWw41VzSoHtLIu4CI8LOzotppNk/TYKee6hmuo87XIj5i6q9Bw9ASqRR3Kd/FylYLp8QSNuio4b1HudQSLnBu/FGcyxhaKo/QM7rpw1BaYI7jj7AGabUdsYGHcdlw4bYcevkE/4T1gOULn+SIhH+1LqJOuqqc5vPG8S79HU59GAVCq1bc4a7k1JZZCLaOVeYK9C7Qn7ZylB3Ar06Ow6gkhO2a3oVZ0q8jtoy5Vy1iy9tlZFGncSjB2Svm3q99PYZ4KvhWYPFUoVTnliuzaOg/7dHxpYh5gZWaFPVUCK1vbPQCLT3aBpcO4tedqtcJA4FqJOjhYOIIhp0rwwTBhjoXmV2BKEMYFF5BQELjkCkbqFRWBAyjKo+QKBmUShGtcoQQVgAGTalLr+V3aT7WscHwtwBVs9ci8CJ3r8e71eDjnuZIUi15GqZVgCmFggExQpfF6hnodBZhU7Dm1kgXvKiYoBRQrzAzkMR8QKTTYyl53JxAHMGM1LiDtS8qtBFUBS05gKWqlDvZaQvtYZgCrg3pVH1ANo1SbMCqmGwpsAah2tlD/7Kyy/V21DtWJkRhgsZHxClBdxW5/dHGvvXeLEx1vcmzq9UP2LmC9e2E3KobdTn716NS8vQNkH3Hq49M3ztvXKNdTalmfvX7avnxw1n5Gvd69gynAafXNbeojVGjYbE3tzYDVZA2CC2s4AquZJLy+mzCNG6ta+VYneReAVeIalpJ3VfTSLb91hm6FJY5dvULedZ8xZA+8W2PiLM24QCB4NLZahsXQ/qOheMyNr0lQPTiOvUt7yI8YionqLLIFZNtFAD1Nt8QRbngKu7HxYfY/7WFbxz3fECnDopVpU4JLIZ4OOlCBWPmVDj8Y4/dt4ed7S9Tp037oQGpRthXXl1jb5m7mCU7b3kvHbc/Fo4SaM9ZPr5+O02lfIOybxmafmcX1m3KwGti3pgPT68ix8ltbaaJVM21TAAvXr4RWpY0NDbh+wJSTxV6vHDco1qVr/HOKA+WHxKFeUqjVCv8EFzeploeBcbVSKBiFf9G8iuWr4CL3EFyCLDTVxvMmbsZQ+JU1TgeGAxPCvchaF0A+iJPicZjBrmJvcPhCzhWKv16zQkXcGeTvi+x1daz78E0ZEFoOVtJzYMWVS6GfwGKl6yrFQpGfz7GidiZd1SfobqBg49+hU0NSUKdUhX9xWz1HUKFUG+mycHs97gSWKwSkdicnsIlIRGrVC1SDmBWbq7DVUar5piLb1R7Cv/1dhICUdU6MNNnpTW32whVtZFwasjtHJzkm9Zg9obPi/dsn7MktVOvqAXvn/C4H6+3TC65YjwHsE94npZJqPX14zp4+OGff8/wnirC/UeM6R7gVa6kJ20owMbS9pAn1ElyNna2oFRsRqc200vHQoLCQsEdwVUi9BggLAatcYPUAGGFhxSDToLbtpCZ0ntDwMds5HjlkfrYxVvyUFvWsIQ4dV+eF5mmokCygBKWKuzI61FuoQZvKveTwqXO+dw8zJdjVu/Mm9bOL6pw/DFCcPbX3QAgHea7CsFYfFn4PeZZseO0nGztxki3xo7RO1XJm2KBNHVy0XeeP2OGblAg4UGJ875zt5RDxyWPMGpyd8dCubW6editg4likKmZUqACsTaGFqHcZpk5+a7MV8+FTTJ6VWFhoCXm5hID5flUIuCE3G6DoqkjTpkQMCwBbI4VieV6lEJBPadnmss9XJQDaOlSKG8uLwA4OxV9gegYWzh83nUOl7wMwGRFufXPzakSZlMmhElgokMJD1au0lpXJoRFQWuH15fCP19wV5GcFxeI5P1sHecsuDzApTwohX5RbRaFgCqHgcggIVP463ye4gmJFIWAALQJMU241i11OYDLGhPIqqZWs9RxUKhd3MI8ZF26vx4vB5SiV9wLSTK3Jti00VHfSuT6Arb65aqNN0lkxFyuyxdYyWwKsfT1Vdqiv1o4Px+wltiqd29IJWCiVoHodk+KDuy/Z5w8v2oevnaEn8PgyWI/PLWK7R2At2GfXj9h3b75qX73xiudbPzy6aD9jv//w3hVXrR8IEXfOUo9pZ2sJ3RidrHZgigGWcq0G4KrznAvIULNaHtcAmOCqQrnKAKycayX5V2lnN7tgB2g4HaHgu4Pub2z2/Tori9mCuIZyAHcyK36RfVOhzxBzA8dwTJY8cAkGqYvCt2m2eyhMHDqoyU7srwIMtSP17OFAAowQvaeP8E/F4AVqY1o9DplOr2e+OsViXeU2qk6mqzZnjqJq2mLfOT9FCxJHmTIIRvMruufZwLgwzen2NNbyO1rZHtI6Owdkszh+W+hQ50ODlq8qdgRo35pCwjIUvDDWyJGlRbYKJUotLiTMrCEEzGdqrXr/GAQDRMqvpFIKAdeRU6lmtZb3azfwi9zULwJH6KKQUmmF55EiqeE22l+1CsfQF+8J+RVqJRAII9fzO9YAkwPkQAmqAFZQstC6JLgETDAuAIufFVqZApDeWYGJIiV71lmhDY3x3Ip/R5LCOq4OjcyHuEK5eQFYaZgz0QrvCRB6PgVgCgF1OLdgE1g65yqd5WpFe5ZvCZELKLBW/9XB8g4LOYAoVSn9gOWEgLLW69MT/ZyrFgbD9NKc3a9aVSV5Fe7fTEOJbWsptZ2dqFV3tR3orVmG6uyWdjvPpuAX7hyb9jOIX39lJznSy/YUSD55XWChWm5g7LXHLy9iuc/bY0LCd4Hsg1f32NcqFKNSP7x9yX5654r9+O4V+/6dy6wr9sdHN+2d60wjGgAoci1tLZH93syncIycq0mqJcB4XgdYdZgdgquK/KsSc6OCHKOST+9Kh4sQUY5hd1Cx0g46u3uHPWfp3qbRyvswKZgH+DJ5FSbBtiscq6Nt+xoWSu1LJoRqVj64htf9aCHCRhkUGqumxtqBAxyZcyJ0c6iZVx0dMizUza4eRDXc9gPSBOBpNJtMjNaFbczY4FA6njejQk1A0zw1Cfj72MS4nVoUU6woUHdjqw+xs3mUmpqAasAFbJqZonY35SZNhYrlzAhRYVg7ALJKy70mpZYkgaKjS1MwLQTVBvZPJcoRlF0OXMqntL8qeWPW8ukgOjFEReEXBRNwvIhCCSwZFt7FDhSaYhvAQqUAQFCt5j3LJgaOmHewkysJRLUoBZWKoFLoF0yNYGxE5kYwL5RjSalkZHhuxe/20xl5zcEC/GgvVQSWThBJiZTIAYtDo5CPryn8i6DS9fn3ekgYh8pPvX/usULBdP6OVEK9VMJA9QNmYF5kY62H8C8UgUuw1RX+VbN5sZZ9VjrcoInwr5Ot9n1sAxlFqbZqV3p9kS1Q89zRUWlLOICH2A1xZKjBTm1qtdPjHXZusssuzvXbCzp7+MG5nfbmpX329PEl+xJYPn141j6+/5J9cPOIvXtxj713YZe9j4nxHl3i7wHZEwyMr4HvJ4H01gX7nu/7+f2r9gvOoMLBX4DrbyjYRQ4I98ZcoJH93oJqNQFPk6ACKIcLkGRq1ANbgKuJGhfqRQG5gpyrEjOjd4SJIgAAIABJREFUkmuVjI22Dm6+ThNcxe3MdhjEXds8SYsQu2ux6HVM6ywd8jOv0h5FTqZt/Jpf2L0H5w7A5CJqf9XMBcZen1Dr0wkP/XTYuMDaTH6lfV4RXNGeK3XMd+9guCZwyX7fRLdF1xKtSTiXmrWh9in1JjaSO02eZv4GcNWPb7bGcc4Rw6wY2K0zgWmmndhqJdSq2gUloaYXfltwAeUINta527cSK3w1vX4r5e6hSmsJ99bwXKClFeZjVmCvq0WJJYjW8bX1DiGwcQOvo0C8BufvRQB6UWBxU6nJVgdzR26gwHLlIq8SQMEdlGopDNTzEA4GQ0NFYUEEfPwcXQWZlOmZWxicQlct3isDIxzT88xqj4499TCQ79UGRUGlPCucdRXyrD8p0TJMguo5sHj9maqFcDANGBX2uUoBVgZ5mh77Fnz6/tIEFSvTwz/VqzAr2GvlDqBDFU1cQq0y1jMqOpHOilTrQa2GZFZU59uEQsAmwj/qVHvIp/b21gFVDKja7cyWLnuFYUvnGWJ0eX7QXnh0fo89oF71LoaEuim+fPuCK9dHrwOW3MGr+zk6dY99gInx/itL9h6K9YT3f4Vh8cPji/YtBsZ3b1+03z++bf/47K79Clg/v3XRfnzwij29e9r2LYzR7iT7XRsi6X5nxYCqSaYGXdlaUq0IrFoeS8FqULMqcq8qwcUnuVaFwGptsxKuJa0d7NjttOz6FitntkbzDEeC7j3oayvGxiSQDaI8HZgXHeRanSibHsuKnyAnU4in+pI6LLTVP2xNoeeQG14NvTrkQV3z6phvm6dpdoFTETE0Alz8XLZ/1I7TliTgKDTra7GZGW9v0obGTkCrH+OUjxHmf2zZwl6xndYwOYHTOWpNW8Y5sWWEiVAlTNvNQZXy2QtW4J3payngrmOp2KsQzx8Dl+BZz3M3J7hxfB8Vn+Ry/rxtiRtV4KwTkHxdiqS8SnlWAq+lk5u5SnluFQeLvENbPryWBRBRy9JyLYvXVqNe3lQLTMEBlHGBIqFwbq8TAnqOpfxKv4vnwcCgsxz4kwBa3erLHRbc7IJMK9q4qPxKhWAv6sbVSqqUyvcHlXoOLLbkuHnhKgZMChH53mdQbbBMvlfKlcLfnsKHh+x1FYHVYJujWpU6K1SvIgTUdpBy7bGiCKyNi/V0ret8q7ZcbbPPdKjG6AHcUldk0ziA29sqbbcGFfXX2aGhJjs+1movbe60l5kFc2GagUuz/ezAH7MX3rt80N66sNfeAawvH1+2r95DtR6/ah8Dzsf3jhMSHrUPrx+0JyjaexgZ76Ju7728ZF/dO+Vgqab1HeHgPz67Z//49K79Blg/kn8JrJ9YX9w6aQuQ3NhaRygotWomz6IjnnyrjUJxK+rUKLAIEWtZyr20anHIaqjnVANeNYl9jQwOVKscwEpw0EoArKiFGYKN7JYlD6vdvJVxX1MMVKGLHhUbA4rtjDubkfVOx/sAsNQAgsCRmdFNiCfXUNvy+9h8qHrV8KHjVst+sRAKKndCmRY1Fx2otu/wa/fOXd6epK6Nds73jWFEFA/RrT+vWeo7PCwcpa7VvXPJO9DL6DSpJodqJgRMrahkxHMzp3xU2prMzJAzZbFvClMiAdcvgfwpeWMuE54Y/4zyCKz1QJaUk00uhXXOTadudbfWuUG163cFN7NvAeFx1Fwb5VPqplCOlAyUG1C/v64Os9b19ZBTxWtYQBNcQRkSCv1C65JDx/MQ9ukaz6GAWDlTAEtTbwVTZKnLnIibEtz0UiNvsI2rkwDTa2ppWgaLfEqWugyKKK8SUOl8IASlCmCl+2sBrAygCwuHkO/VYd0CTDa8n9rIh4KDhX3u9jpQZboDSGcFBWB1VhTjYpbRFqVDDbzBFqga6MJpJgQcLM21zdVsVmWE3ebaQpuiALyArb7UVWP7+uqBKmZHRlrspfFOwr9ee3VmwC7O0ME0z8jApc2ARYfFY6D5GAi+pVv9uw+v2lfvXiQkfMU+x0L/lN7Aj7DfP7xywD6Ucl3cZU8IDT8Ftu/IyX4gdPz5/Wv2xyd37PcPb6JYV+wXFOw3VOvXh6/Y79jxT/gdmwYxL6hvKQxsomFXFrweC7YAHJ0ZyrmAS6GhA8a1to0QEcDqMDRU86rFgq5oYw55mwDDPWMVtmBV60qYWNjazoka2vxHN/3QJg6Pm7BRZg72Ew5qTdAaFXYmqz51FIVByVCfvl1sPETxugCnX90f9B76dhTyqA6gCuAwI52vy/jQdhVtrKzfOmm1LIWKo5glTZOMM8NSbxwbwy1stMzKSstmrHNGeYUlFRQzMqAJZy8XYDAhqD+txuHTHqpEwNoAUMlY6hvIp1QAFlxJvC6wooGaOmZHR5eu4gaNQFLfntRKz6VQukrRtBQC6vnKNSiSh4AK/0IIGCnVs93Agie+yLu8Sx0FivIp7a+SOiXQJaF+v1AMFlQK//4HWMAWts/HAQI2zauIgErisTuBwJSMWkSuX5RPCSKB8zxYDtsyUIkoUxLvQY0FleDiZ8mGD4YFSgVUSZgUnlfJrOC5zIpCir/KqUr5d5QDdQ21qjps9QYcwGbMim6aqIcpAI/XFBL+ldh0Y4nNNZfZjrYqzIpaOzgYs6OjLXZiMyHgRLe9Os18mGm6lwDr2rYxu71rq73wmFDwvauH7fuP7tgvn9+3b59cA6xLbGa86Fb6J5gYn94+hsV+yD65vt8+vrLPPgKwT67tte+w2n+jw/03vuePj27Z39hK8vv71+0P6lkC6+fXz9kvr521X++f4fwtprZ2AxS5VqhtNTlcMjNiqJhs+EZsZi05hQoPpWA1KFtNK+rFcshQsErUrKyZof/kJqWRejW3+tGfBc3kK80MqGxoYvZDG7tpm5in3uiPYyObmcMxbrGxcXKgSepLhHhzc4R0k5gUwE+O1ce2jvZ5Tv8gn1K+Jcu+med9uHpquJViCbLFS5fpptjFlvh66lDjOIZHsdNnALs1gFRaStd8MfUnQKGom1RUxHb5estvYBptXl4wKABodXq6baCbIoFQbX0mzbQsmRarcfd8wIs2KnIzKeTTcE1fgLVai+cRQBFYuq7nZoteX8t7dLyp16iAxvMmXXlN3es628p7BeNfk2IpFBRUUqjQzqRwTyGgrlItXYGM90YuXwLvFVzRODMB5Cse9imfkkHhoSGvyQH0jnVg0MmLstLDlbCO5wIrzRVLV61n4WBQqgTL4YMnU/DxuzL4eiZhYjqgpKGeaXx4JAOT7HXtCNao6DxeiyYtlWKpC6pqd/+SrJFtIK1qrMX9GwSqMXKqrXXFNtNYavPN5bazvdr20Ba3n/PXjoy02vHNHXZqS4edFVgz9NjOaQ7nqN3aucXu7Z60F946u8M+pC7106ev2fcf3yUUBKx3LtnTt19Fsc7YpzTdfo71/vmtw/b5jQP2KbWtT68IsN32AybHH+/fsF+w13//4Lb9nRrWH6je74SDf3vzgv3K3q2fOZzgl/un7WeU78KBOVxC+gdZoSsDQ0N5FqDEtIAphkrFMDRUTJZ6Ca5aWn1qW/U4dG5UtjRZeRPz8wCrHOBKZQAQYhXyWgFrI0qRyyohhNzYyLDK0grLAYC08koGV5ZbVhWHrtXoRMNWnEcs7z4VoqdpdGUjIapYCJwFKGIFeVCM0FDwNdKOVD2ivj26JgC0a3a75fIz12bm8LsZ4MLPSi4u9drTBsBJEkysxI35XPPY+l8IaEUcn5PP7HQgUj2KlYh6qSt9tfZNEeatYyUQusmUeH6oZigAP1MhB4kbSgDpcbSkUIl8rysVMHgHhQMkuLTUsqSl8C+0LXkOtQ7V03OgkUkR5VMh3BNMEVjPcqtQBCbsc7Uij4qrlhsSgice8q3HVNjATezbPHjteaiSUxMsFXCiGlWAKKhVuisWX3OwAChFAAEPEGYCUpa+DzXWNYd+Pl3TATgN4OUCCqo0oMqkVrURqIpRWQFVxtJAmBqgamALSEx7qzamWzc51SBGxSizJbfUFtkUOdVCa6XtaK+xXd0NdoheWIeKAvDprV12Zms31jqtgAB1Y5ENwzs2251dE/baXsB6SOf6J8qXPr5j3+DqfU0t6uljtSm9Yl++cc4+f+2UfX4XsOjE+Ozafq4H/Prx5V327b0T9vvjq5gVWOxP7tp/f/HQ/snP+R0T5O/kXX/gGP6Ce/jzay+xTtv3FJ6P8wc0AUorIWCbQ9VMvYvwEIAElnKvABfOIe9r4Hk9q44lY0MKViGoUKxKwNKSepUCWxH1n/wGjgKt4wAAVk5traVVVABRDb12dZahkIzT4jMqWRVVlk6uk1pW4aCllZUxzaiIYmwRsy/yOUOqFjAZgFkfI6SLWVJJmSUWlVoy70+vqKYbogg4MB6KCv39G/ieDH5GakkJXxNMuYR8wZhQf98GKRchnfKp9eRVOkYnCfs8JX8jyoTz5zlVipsUCTIvUCyNfF6HenkBWCEdN+XzIKlbPQJK12WV4n0eFgoebnbBojBQauWd6VIplm8NceVRbhVUTUBFUD1TJymRWpQElQBDnRTq8VrCenr/uEaDNZe7Kbjh1VHhJoVgAgbvqgAw7/sDEg//AOR5qIJSARGQKNQTXMq19HomnRBZwCBzIovXVL8STBv5UNI1AxXMQK3SMW6SAUpdFnIBpVTFhH2l/M5SQK5g1dCmVA9UTblp1sZ2n266Z4bKN9pYVQFKVWKTjWW2rY1DAwFqqbve9vajVKNtdmys3U6Nd9nZyR47xwk85zEsrm1nBPsSZ8vt2mJ390zYwwMz9sKbZxftC5TnW/Ik2e3awPgUZ/Crt17x9fl9wLpzzL64cdg+wyH89Mpe+/jyXvuIXOspdvzvqNWvj67YP1Cs//P0TfvHh6gW4eA/ntywv/PzfqXe9QtQ/XT3lP1ISPkd6rh3mj1YLY3WiXEhqGIAFGvTFv9gaggwLW+D4n0NvC7AallVPK9obrAqXgsL0Pj+spYYE2yZrSewqmvYJg8YUi/gygas3Noay6wCKLZb6JrFe7RSCdkEVRrXjPJyjIUKhyPDgay2ZEBJLSu3ZL6eRGiXVMzwy/w8WwskaopNoYDrzbGAlVJY5MqkUE/hXxY/L5n3BpjoRMewcKNCOZWHfrLOg6Uux09HlKo+tToZ4wKwEtJDd4Xg8g6LZXiACKi09eNPYPF1QeEdF1IfLSAIqqWwLkDhMyt4PWxIVMgXjAn1/kUr6p6IuiRkSIQCsHIsmROCiZwpWnFzQmDJoNDGRTcngCtSKk1b8noVAMikSAOaP0HF8yivSke5M1JZhI/+mlSKUC+L112ZAFSqtTEzxXL575apr/O7Mvl3pdFJodnr6UCVjQtYSA7ooR+5XAX5VC1ANXDwRWNuqrXmc3BFcQ5Q5RH+Fdq4KxUneaJUS5112OoNtru/0Q5yaPyJzV320tYeO4tKnZNZgVJdW9SsGJ3MM253gOrunkl7QLP3C4/oXv8UVfqK0O0risNfU5v6lvzqm0fqAzxjn712Atv8mH1Ni9MX5FefXmTuxaW99vTaAfvm5lH7BQfwt3eu2n8RSv7356/bPz+8y7pt/2KX8d8fXbLfCAd/Jdf64c5J+54+xF+ljuRtu6YGaNCNWQcTnlpQrwaAEVhuaggsINLz6PVGQsF6hYNA5HkXX5eCqam3itcrmqViwMV+paIGFKu22grJaYoVFqJU2cAkEyGrppr8q55VB1hSLhSIDYOZQCCwpFhaAi7Tv87QS6DRdg3lSRuoJelxBt+jn5kIOKkApjOnlCtJqZJ1ddAKg1KRS6m/L4mwTwXfCKo1qaElaX0cICmTlEpLXehrWaFtCUXjppONLlVSmKe1rF7czK5YuvKJ7R3qceXRczcn+NpalEVwhFMUBVm0gho9e66wDnjikAgUhwqVikD7M1iCLNSkHCy+Lzh+Ui1aloDA7XT+/medFYSAwBCZFW5MSHWAJQoHXa0Ay+10QJSCZXlehXIBWY6gYmUDWwRVBh8SmSiWxkMrr8rVFhA2KpajUlWoXbWUiu09zRxj28r2j87ibBvA+RvDARRUk5wnPYNRsUin+i6Uaj9KdWi4xY5t6gSqPjsjqLh3L8wzeGkn4d+SjroKUL3GSaJabx3djitIsfdDlOTpWzTV4vB9jVp9Q371FEfwy3sv2Zd3T9rT20ft6Y2D9jlK9dmFPfbl5f329Y1D9hXh4c/0C/6L3Exg/fuT1+yfH921f2GE/JPc649Hl+132p5+w7z4HpikWD8SDv4GXN/eOmY7JwRXk/Uwk7AZiNS4q054hYWuXrzWiJOo1UCop9CwjtccKN7joSFQVfM1weW5Vwtz9QCsGHBKCQ2LG4Er1kBbULUvhYe5gFXIe0pxHKVmSYAisHLcvSsnJ0O9cPPSeC2VWpPgETgBrggq8jUByErja6mFebwPcLQcHoWCGpTJbD9CO61kcim30wkDo84KhYFRz986wJJS+RnA3FAOE3Cp4KvHzwPljwUZyhWt9QIP5XCY4pCt4/k6wNCYMYHjZoNAIYzSwQOJNO5u4Od4voQqhTBPiiQHjzBPC2ii/MnVKA6c7wTme/5nGBjlWGFbfTAqPK/iZ0UF4GWl4t8VOYB+BS4ZFRlApyXrXHurMgjjsvmaIMom9MvNTLXcDKCKQkD+nVmEs9msHJYm2ObSpqTxZcV0VFTi+tUCVD0q1chGxRbAaqf424NRMYJSbWkoxlIvs4WOGtvBcbt7B5pQqVY7jFFxBKPiJHWqc7h+r8wN20Vqs9d3cs4BYN0ErNuo1P39s/YG25HePLzN3j6xw154cumAfYSSfMbN/wUwfY7R8AWmxZdcv753xr66fdI+vwZUmBafY1p8Rgf8F4D19Ooh+4LXfiYXC1DdAyqAAqx/f3zP/ov1x9tX7Dfs9t9wD5Vn/QRMP/g6bn8nPPyGcdXbtvZjaDRz7hamBu5gO65gq/KtSLEcLgEWluByMwO1CsoVs2q+JrC0ypsaltWrvAmAaqscrqKGessjHNwIPOq90wFsmfGVXlJqKeRMeUBXRDgpqFIEFMAkENLJeEgnBEzjNRV1MwkNddxoNjmaXk/hPanAl8bsiVSWwFKHRLQSUCxZ6NrekUgYmJSr5xR80+lQJ8xLACY5eWGRZ/Hc901JpViy2OUMuooBT5RPRUDpmsD3b+B9mv+3Fmg0YFPwCIT/36Wvo3qJhJ0OkId38XyJ75Gjl5RKSxVrubdP4R+vS438Z3LDe7EXYBJxLROZBJXE0jXsAFYfoEyMAFcK7wl1qqBWMiHc4QOOkEtxRYkylEvxmod3vCcbY0IrgkkqtTE7zV/L4gMok783g3AvC4hyBBRrIyufvKoYxSyjTlUDVDEBxdSuVkyKLupUfYKK4u84OxMm6KiYY9b+Dpy/XajUwdF2O0xHxSHWyYkeewWFOr/A0VbsNL93cI5d9tMMuN1qd/dO2YND8w7Vo2MMXDq+wx4LrI+uHLSPrx+1J1jun9whnwKAL4DqKaB9Q+fEFzTcCqqnwPWlQsFLewgH99o3jAn7jvDuF7aP/M4W/T/Yqv8vYPoXMzD+g23/3yjYH4SIfyNU/Dvw/Y1cS2r1I4Xon2+dsF9un7K/AdcX1w4DV59vMemg5UmrjXpWC6tR4WGL8i/CQB4r11Lu5SGhFAv4anjNC8s08WoilHKwSnKwCgArj9UDm64hPCysZ9Y5JkYB6pVZUUoIWAxgZZZVQShYVuqgbMS0yOc9qWUABHg5NVUOYzZ1qAyULA2Q0kuYhc7jVB7L+UtTOBiHKpUtHin52t7BNo8cQPIlkKRc2OkAlaTXstLJoVIBC4hYCYSFCdzEgmoDS6+vJ/QRbALKoQKENdxEmpwUZk4EtRIg67gB13GDr2cJKgeLq0BQB/nzcAm4ddyQCdzogmrD8lXF3ACOg4KaBUVTaBdg05jpBL7XjQl+fiK/W98fYIquyr0U/rF4r9zBFP4NKbw3KgBLsUL+JGtd4R9X1EhhoBsUAKacyoFyqFIsLzvdNmYR/mWlehjoJobAwpzJJK/KpkYlqPJYhYStJeRU5fT8VTKduH5jqrUzcryjNMe6mZA8SI1qlDVOR8VMS6XNUqPa3llre1CqPdSpDqBUhzEqjtGq9DIN5YLq1QVyKly/W8B0C+dP6x6APTg0Zw+PsBkYsATVu6d22QsfvrrXPnx1P/uu9tqnKNc3APAN3e3fulqdsi/Z+PgVxsVTGnK/lGLx/o/PL+HwnbS/vfEqYNFl8cYFaleYF5+/BVQP7T8cnfNvwsN/Y2j8h5Dwn4SXCgd/BKafgOpnfs+PN47bD6y/A/FXN0/Y3HifNbU0YGjQuAtUsuWVgzW5UinfYgGS51zY7to42YBC1QJenatYjLYoVEzq1QRMjXVWyVVfr21RaFiLetVYaUO9lQLYxmrcwIpi21hVZrmVpRgNQAZcMhxyKsqBrIyjgCo9Z8tD5aRM6TiAWVKsUpkU5FTKpwBKoWAaQCnUS9qIqZGXTYuSYJOVDlQUgRNRrMQsDZtJdahSZWAILCDSiLL1QLUBuASZ4NLr6pbYgKIlshw2bvRI2Rw2buj1NOSu4/V1PA7XAJem1yboxgesABfPpWwK8bjBBaAA0deilRiHQJDIlHBoeK/gU/0plb9JgCQDvJ57K5Lg1e/h5z5TK6mUvkdKFe9S52enslTMjQq6wagIDqDnWDIm+G+h/EmKpbBP4d5GLUI/rTw+mDayFAJm8bdnoUrZOJs5rlacE0zht5CcqoycqoLwrwqjopb2pCaOre0sy7MeFGoImDZTn5rCoJhprrBtmBQ7yKd2UaPaj6V+cJQ6FR0VJ7d021lalBT+vbowwk57xgQS+t3ZN+UmhaB6/dAMUM3ZG0cW7NHRRXuXoUVaLzxmtNmH5/fbh4SEX3DTS6W+ZfvIN7df8hv+qxvkV+RSXygcBKzP2a6vPEtmhMD6Wa1LD1+1f35wz/7vF4D1qaB6zf7DHIz/zfov1bVwGH+JwAKin1Ctn1Q7AzCp168o5Zeccr/EGDXBJag66IpvZ6nH0Hchkw+1UN9SiOg1L2CSkik0rAemBuVhAg/ganle0VjLAi5Uq66NrxFmlvG8AFOjpK6GjYnVll9TgXpVWB5g5VSUABhAMXMiHSgyivMtu7TYMtm+4eDIsJBSMRQzrRCVwg1UXpUsdQKwpFy6JoAoBagy+P6csiK/JhISKuSTQiXxWFetZGBLQsEcLikWN5FO+3D10nNuYIGVwPdu0OKmTuS5IEskL9sAoPqeBKBKIJxbH4cugZDRR0JzYyssjMJBhWzKtZSHSY2i/ClAFUI57+3ja17E5X1ukTtIyZbK35DK73a4+F3J/B5B5gAJovgKiif3T/AFuASUb+lYhioOF4B6ERiQFAK66wcwcvsUBsoBFFT5Cv18JQNWquXz3y+X358NVLmAtJEwMBewFP4JqlKmGlcypqwmJ83qyKUaCzOtjbl/vVjpQxgUmzn/bLK1yhYI+3b0NhL6NdnewWZUqsWOjnXaCVTqLJ0UyqlensP9284wW6z0m3u22p39U/aaw7Rgb7Dv8OHROXuT69vHt9s7NEG8h2K9f2q3vfD2ye323pkl++wKrh/h3adXDjtQ39w6hTV+ilxKbqCgAjzWl7rSAvUVCvYT5savgPXrmxftXx9gYHx838PB/8ghFFQf3rF/vEs3Bm7jb2yG/BkYfxJY5Fk/Y2QIrB8IQ7V+QyV/fHDeDu+YsJaWemuncbeHITTdvR2Eh0x7ouYlo6OJpXwrABZULCa4mhtYtEwJPuVfTXVWBUhVgFXRWEM3B/ABankj4WFLI5DVol41hIaVDtZG4MouA6QSjIySfM7J4gpcmahUBuqkx+nFBZy7pfdJsXD+CqROWZaqHEs1KaDK4j25KFoaJoaep6BgKTkAh1pJpZJ5nPQ/wNoASBsECTeuQ6SrQOLqr+nqChZUTDAmY4YkCkxXOkJIjA/BlcCNqelKPmsdtdB1OQxUzsVzQRCUDCePHMQVCeUTLA6XXwEDcFL5+Wn8/mRudl98TdBo67zeL1UTTMstSoKJnx+21iv00/ulVmo3QvV47E20/J0eAvKarhFUUiq31F21pFjJgAVQ8eWPeS2XMC8XUyIPkHwBmdSqiKGaFahUXS5AFWRZM8N9OisKrbe6yIbJpTYJKroo5qlPLfY12dJAs+0bbrX9I212hG0fL03h/E32uZ0upboEVDex0W/vmwAq9i2iTlpvHsekOMl2qhMAxZlxT04zgOnUTnv/pSX7+Nw+e+Hdk9vsMevDc8qdDtonlw5RBGaHMKHeV9cpDF8+DFDAxs3/NesrTAu5gl8C1484hn+8haX+5iX7+3vXUSmA+ux1z6/+g4nxrye3cAdv2b/pxPjno/MOz6/Us36hk+MXamM/oobf8zN/RrF+Zufy3xhf/ffH1+38kZ3WJrhQmT4cw+6edhSM8JDn6tgINa9Gv+qxYIsBW22s1gFr5r2CrzZWZ9WuXDUoV61VN9VzrSP/qvNQsQywCqvLOcWxzPLIufIUGpbTegQ42aWEfQIrvtIBKYvXNqJqAk3QpHLwQDrnT6UDURrKlcpKp+Cr5ykoWARWGnCl4gRqJQNXCsqVovAwrlhSIKnX8gIcDwEVNrKSeK73uGLFVSuZ1wVXMlZ9kt7He6RyUqxEwApGxrNQT2Geh3p83cM4nj8DLACiEC8FyAVXIqDKuJBCJfPzBJF/XSqln+FLbUj6eQoFwy7gP0MlFzAUgH0/FY8jqNz1A6jlaxwuhX85gKNOihx+di7XAqAq4LWCjPA4DzMiD7AKcQoLdeXwt2JUqoBptcU8rqJGFeNDr70s3/rry62f86SH6stsvLnSpnH9tqFQiwMtthOo9gy12CHlUlt77dTUIKHfIFANYVYA1eImLPXNnksJrHvUpx6SR715AqA4PP4x6x3W+y/RPyuwWE9OL9knrwCzBr6HAAAgAElEQVTWOycW7PHxBRKuRfsMqL68epSw7wjhH1fU6vNrRz1M+5qQ7VtCuKeYDa5azMOQYv0dS/0XcqzfuP5vcqv/8/kb9m+USvnVf1HP+i+u/6af8A9s918xK35j/SrlQrW+5/co1/pFxWO9Blz/opPj//3mXbv1Cg2yXcEtlB3fBVzdPR3s7wp7u5pRIB1+10wIKKte4aKafGsAqb653reoKIyUcpU3VFs5oV9ZncLACuz5Bg8RlYeVEhoWA1dhVbnllZfEV7HloV45qE8WYV0El0I8AeYgoVA6XyqDMDADkDLJsVIFG0ClUfxNw/lLI+dKZ6XyWK+nAJXCwWTUy0NBhYOZaf44Cg0FV3Ia3eioRFCmNEtF4VIFkb4GSMlApOWwCThuxkSASJGKSf24IbUckDhQGxyEoELPvx6AQx0FWhweKZXcwiSUKYWfHcK+FCCScvFcP5ula6rgwFCQ8oXQUTCp8PucUcH7oq0e7gLyNYV7qlk9v5RbZbNyBBc1p2xWLksqtQwWeVMBrmGRFt9fQsG3jAlKZTTQlmNSlCmvAqwmphv3Md9xU1utbWqptk3NVTaFOSGl2sU52ksUfPeMddgh8qhjtCadnh2ws/T7nSeXOk8nxSVyqWt7Jzg+WEpFfUrhHwcSvkG49/b/V9V591WRbd26v8Z7u9usCIogGDDnnHPOOWcFRUFJJgQRTAgGkCxGJEcBc845dBtOn/DebzDvM9Zme/r+MX9Vu6r2BrGePeYca65VWxYDFYFipUqlAOrMDpomwlfY6bCldm7nCsaxgOokeWLq5vmoEQPBqFVG5ErLwNDIAqx8nLw8oMqnBlLIxMjFJRRcalEqAaprSdRYOIMNWUlWe/YwUNHeRFpYi0tYdXq/leMOljIAXUw6qDEspYOX+awrCmDV/rWD24Buh1Ot2rMJdu9qBlNXePLI2KE2AFUayuq6I0YN4YF3g5jqL3ND411Axbl+QNYPJevbD0u+DykhqV8vlElGiFLGIKDq3rendSMF7Mrx7n1JBXt0s6CeQAdYgZgUHTEz/HAI2zPw2x4jo2NwJ+uIirXlodhK71oBVCtBxvoTraitBJdCULVGpdpIqQCrBRC1BCLNf2oJVC0FGS5gc1LA5iiWF65fgUvpoTe8YAmmX4FF8RvxO69/p2j3qtNvNO1KrX5t4QHPo2QoDDe83iNVk03+PyjO/wEQz1Yq9Pf4L2Ae5dFrgESZBIxz8Hjv7061AJbP+50OEb32mBdSM0VT+giUrk2JG12NtG6AF3ha8BkCTA6ga0lyQKkjndeojddOF1xKAdspAKsdYPkAjI+D6lfrADguGNz1R7U6EQHAFgDQQdjoAqkL41NdCe33aN8KtWpvo3p3tkmDQmzGsD42A3NiNrGQhY5WTRxq6zDLtqBMW6ijts1BpQQUnemxy6ZbnKx0Hue0H1s9nrGpwzh+RzZiTpDynQxbhkottlSU6Uw4sz1YQi+dOB+Ba76bsimSDqXINfZLGkClbZ5r6dRaWbtWWhYmxmnmW2VErgKoLXaBGz4fVclHufJxCAuIC3RcFKI4+VjxVxN3kL7FWA0qVa2ui7SDAJWAcYHtTjpYQf9hBVNJylG0Uuqx6/QXXuH9VwHqGsB6wNpgJbiQxdRZ13Elq0khb5w/YrcvpjE7Od6WzZ0CTLRADetnI6i7RgDZULb9B1FzAVUvlEsp4gAg6ku91at3D+sOOP3Y78/EyhCgCga2rihZN6J7nx4OsK4oVhAqpgjwwoXN3gHA/ADLBQ868FWK+LPmov4CLEVLVKqlgAOq1g4wQMNm90Rba0Xt1QpFa4WyNQMup1xKCVEuAdeauVcC67efqoW54YABArYOKiBqjsrpM5Ty/a6UUfB5AWT7GwW+rv8VpfMCqTROgHnCA5Ksc6mRJzypnSf942c5kFEkB5Bqq9+orVBHPsNBJMikYMDxO0A5+ADC1V0olI43BwpB5QVJUzrUtuQcP97jGbPyQCWY2ugYW41bKQUUSIr2gNMesHylTgDUgegIVFKlIB6bEwxAiq4+LTAnWllP1szvRVtST8anevJwi97UVoM6+9rYPsE2g5akeaP623xSP0G1fOwg2zB1lG2eOQagxlronHG2nbQvgh7WaKDaR6P4PoA6gMuXHApEu9a67RE4Ob5jmZ3FiziFKqVvZxlASqfMiLUoFCIUudYKYnHVYzZZ9u61XrDmAdd8O711gZ1hWelzu1ZgTmwwGRj5wJXLvmqsC9REgkqtTAVAlRe91nWw1wKVaqlyVKuKZtwbmdRZqJXMC7U2VTrLnQ54ICwmfbxOF8Z1jIsilOqq4GR7nTpL7mApLVAVJ6OBMc6qUa7GvBMMOh+2XfxjR43ob8MwMsaMGmqjUa9RbD1PlGRwGTdwEAbHgAGsIQ9kvYCne48uTVNUmIYCXApB1Z30UPWX0sYupIlBqFZwCGYGY1adsNk74hD6YWZIwXxJD/2AzRc3sJ3MC38PVG2x2KVUHqhQLKz11oxnSaWkVgKhDeC1EVx0YOhYC/oLWwBWS7YCS9vm2PBK8VRzKZXT/q+qm4jfFQwq65qWNPE2V32GK/YbDtnvwPQbMHlC6aGn3vqZKmLdO1gApFlzlKYJnGbczM2alEf1lKJZ07UOZCmRA8Vz3Ll7GBu/NoWrt1Co5ryvRXPVYB4ItW1OPaSxKO94lEDSWJOMiVYcV2e6Oig8KZ9n0LcV7/FY616F+g0n8FcHlS+pnaDqxL83ELCkTt1omO3h18p64PT19m9n/Tv7WT9qqQEo1ECaaBX9GasaHNTexgPWXMallo4fZMvGD7aVE4ba2knDbfMMQTXeQudNtPAFk23ngom2ZylKRfeEgFIcDmW5ChTpKGndCVzz1IjVdm5fKFOoQu1k+DJL37HUMhCiTJQqk3NZqJQ3dKxJseabSwk3smAnTxTJ2aPBYI1dkfphYCgFLFB4gSIdzFdwzTX6AGudMlFLsb2BUum1oHJwuRorjkHiSMDabmVcX8KCn0Uo3jWgUhRhvRc5BdvkVK2czvgqmSF8jj5TwBYzaTKZb4klcyfY6JGDbPKkMTZhwmgbPYYFMpUeMkA8cCDWfP9edG6o5upFStid8S5apUgbZcnLOewGUB4HEfXq0926YWB0JVXsjGIFUGt1wsgQWB1IA/1ICX1x+PwYu/LFevfFvGgfAFykg+3oD2yLidGGcSxvCDbte1WqNVC1EWjApBTRASeoiFZ0vis1bM7AcTPgEVSeAJIm0HRcUHnPu3SQeut3FK45IDZn+ys3uJTqJ1AA10xAKo3Uje8Abea2zTjXQu+VGgKQByzBwXmUyVnpAOLSPSkbgHksc7mAnnDXCExqMO0717AF6gYMLTAYBJeL5h6YZKN7uylcysd5tSR5W5Pa8js5o0IKBTxSKx+UypeBXSmWUyrgCgaqEBRKitSXrol+gT42gNWNB3XpaEO6+tswXL9h3TwxFFt9eHd/m9C/q83DnFjOeo+rJg+31cSG6WNsK10U25nisQOV2r1kOjENlZprCXRNHMaISKRmOgpUxzAhFKejN9q5vVtYooIZ9TGbGfddC1iM50qpeFChUr/zwKWQWuXsWU9Lk+z2pjrr1KY5diaUR/WQBmYxZV+OoMyMPKDK58bPR7HyMS/y4tbZBUKqdZUBXrmBLvVjW62BYaCSaimq5Awy5b+cKSSlwFFGi1MZY2UC6goO4zUMjCI+6ypjZYKr9PBOqzoRa7Uo3Q3md1WjdiW4jiVH6EmkW/5yWpxtX7/IJo8dYWPHDAWw0TZ27HAbzRqFQ4eyElS/HtRWGByCC9DcUgBAJpewZ9/egBRiIarDuK57vxCO8Rq4uoR0QbW6oF7BFtgEmD+q1UH1Fha7VMsPQ0OgCTAfnkLfBlu+Ha5hO9LBtqSGLgCrHcApHHAol6fmavlTpQSVwtVhKJcXHgcQMLVQPYY66bjnHHCRMnrPN3NgcR3HmlN//S5QlBK6tLAJIo65sScHGQYIW71urtRS55zaAAgg/SZQANQpm+oiQSflQnGaoTQCsjnXK5rxfl0neFrys51yaR9YFF6wWvI+2eZSJO8YlWtFUtcE8bM9CRh9AMepFFuB5YdSdeLhAwHUVgE84zeIdf160IXeH6AG0jUxOMjXBgPVEAdSJxuF4zemdxDR2cb0DOA1x5j6MQEXcB4Dvitw/NbMGGXrpo+2LShVOEBF0Jq0mx6/aJ5KunfNPEvYvNiO0DFxhBoqiVTvWDjLq+9cbSciV9upPZpBv4EminVM8t3I0NMmOwNwUiaBlQVMAiqb6/K4rhAIUSwcQR4uJ7hO89RGpYOnWb/9HB0WstsvKBXkhs8VXBgbSgddrQUMUq1LWOcC64a6Lc7SL8hAcR1A3cpJcbCVozxVzM+qZQJlGe1NpVIsrHylgILqKqAKsCu0S10l3axk0LkKgPSeaqWER2nkZXyrnL7D2/kn7GFZrt28dtZS9oba/JkTbdKEETZ58mibiHpNnDjajX2NHInJgZPYpx8w9evparC+g1AuUsSeSgU1rgVYPfr3cAZIn75SN1JD6rIuqJdC6qXw7xpg/qiYgPIhFWyPmeHbBJjqrvaA5UMIKqV+Sg/bkhK2c6AJLo5harSi9mqlFLEJKm1bUmO1BrwW1FBOnZia31yKJtNDKidFk4uoNFGQ6byDzQNVC6ahtASuFrrBBYwLAdTCKVMzQPMA9V+wmnHzO8CaQHHGhI4Bjzc19KSHHtBaAGRzQQlozfk8/YwWpGatgKAlULhogkowuVSQ1wKqDedba0u0p7fPtSTxXh/A0oCvL1u/NhrwpV1JakUo/Qtg4qHMiG60IXUl3CCvH2B1ameDeGj6MJpmRzC7V0CNA56xQDUOqMbSRDue7YQ+7AOY7PVF4wbampmjbT211Oa54y1swSSLRKGiMCdi186zg6hUwpYlgLXIksNWoFQrLQUzQlCloTzpgHIGUy+LFPAMrzNQr5y4LZaJSgmknCg8B0AqYLm/POqrC3vVbB5K5wUqdWrT7J9QOTODJzie373aLh/ajvOnDgzGtDAwLshypzbKd1ABVswazm/AoNhHZ7u62oEK06ERqOQQ1tCUW4Ni1RG1AFZGh0ZZIopFnVWKvV6CO3gNsC4zAH15zyqXEgqsChaoKWdQ2YGIUpWzhkZj7lF7WlFgz29csQcV2Xa3KN1K6PLYtWGpTRk/0iYQ06aOs/Eo2SigEmijRw/B1ECt+vbAPWQ9+UGeZa9leMiq7wlYvQBM+z2ou3q4uovUEAWTUyjFCuzeGXMDyDAx/Km55BS2d2mhR7mcegGbjxbWJEX0wEV9hZnhUTEfd9yZG0DUCmgcZIxtCSpB11JOosCTunHcA5anHmuGejUTeEQLuY1SMweZUkTZ8LrRuflJH71gNSet/Hv8HTBd4wELSBwoHuj+CxVGBID83hy1QtlacI0nfgei5k6lWgJFG2BuA4ytiJYK4GnN9W0UOueuYTyKrQ/w+LVt0QSXuigY9OWYP50RHXDxfEnzOgBToGBCmZTu9aKO6u3qqDZsW1s/JiKqe0JpnpRJMI3tE2STmIw4mRm+k+mkmAhIE2lRmkLf36R+QYDF+n9M+Vgn92/eBNtGLbWL9Siicf32UUfFY5snbFlqh6VUGBVHGdg9sWuNi5Oo0VnMiAyAUZynWSITgDKBJ2//Nsokj0khJ12NFPkyLrjuCiZcEff4L7LZ07dIrea5bSqgpZEOXgCmS5An1SpwQHktd+9AMVY8SqO5VWUMAGuqSB0wNeQcBa5kOi8S7QbuYD1OYR2THiuYm1UGJBVK6ZiZXMl4VjG11TU+4zIDzlejVlspA85lOIflpINStjLGviqotwTp3avn7GnVBXtRU2gPS8/b7Stp9qg00+6VZPMs5H22fNEMmzJxFGANt0njR9iUCSNtMjFuHDUYT3UcNJjO+UEMMBMaA1MtJpND42A9SAe7U28JsN59MTlkamB8yNiQegWiWgFdO1lglyAAw5ZnAFlAaatUUUom1VK0UzsTauWMDRzB1pgaeu1SQ+ZpybRoJXicLa+6S45fa4D0OIotAMxjdMjkIASTSwsBC6hayLqnGbUFtVZLgBJULZQ+Ei1RMI13yTn8L1gekH6nDlM4ALn5XWoncHh/S94jiDzpIKmfUj5UR6+V2rVCWRQCqhXQtGS/Df16bYGujcAGrNZK6fidfPjdlPJ5gEKlgMfPp6V14N/px76A6sis3U4c69gEVCcBJXgwHpwJgRExhDlSg+nrG8BU+UEcV/qnY2N6YaED0zhUaRIAzRzeGzu9p81g4Hc6gAmq6cQM5lPN5iEFS+iokFKFMiExYukMi1oxy+Jw/hIYjzq8dYklEslh1FPb9WQdTArAOgVUaZGoUyxQEeeA6fxepjol7rKcfUylAiAZe7moWb6yOqdYmm+4jZIFL4EgFVwAUDIvpFyMZ6Fep0gJc6PowMDEUK1VyHhVARB4uy9ksysNVFtTISmiHLwb2UlWnwtQTHbUvKy6zES7SUpYr0FiZiVLhbxRlYzzRxf9dcyQIhTrGoqlKAXSChkcjGeVYL1XAlUjn3P3Upo9KM6yxxW59qjivN0vOu3AelAs2PLs9c0iayjKsEPRPHR7yigbM2aQTQSo8RgbkyehZFPG2vjxwx1gAwYCVn+6NQRRE1Q9pVoomhtsZtsbhevWi7Gv3t0shAim7akztVfn7gKLwWRg6kBq6K/6Sw4i9ZYDC6ja4xr6+JMOAkobB5bqL1JFuYYuxfOkgx6l8qR7MjakVlIkWfItAE/7rg5zMAkopYVKBwGJm7clN3Ertq041hIFU0rYSoBx3NVg3PAeBQMsbnynUk7dgPJv57zX/NwCi8DSNQ4mAUU4uPjZbtv0ujWf24rr2vDaR4oEPD5co31f9tuz7SiAcPK0FVgdHFTNzZ+tP9Z5kKZykN6pXhpOH99wlhobykMHRoZ0dDG8m1/TPukfkxHH9Q4AqGCbAjjTNTY1oi/OXz+bg60+ZxivgWw22zms/TePY4uYU7WFMaqd1FRRK+dYzKo5rqZK3LQUG32lB6pwngWHGaE4iSFxmrpJtVQmj9fNckoFRAdpuWPMNhd4slGpIrKvizQ05Cv1iyez42EgVw/toBGCNTZp8XOu4Cn6nlRjpbFNdwpGixOLzJwNZ5kzBosLeLOodHLHvmosQaVZxFdI6dQXWJ+dTAOuoMJmP59gDax/cRMoqqmVqqiPaqiXahnPqgSwMuZ7lbJITRGAyrgokokBWNeBrPQABgYzmqswO/T++4xlPSo7b08qcuxxeZY9KDljD0gDFY9KMtyxJ8D1suGyPanOt4vUelv5o00YO8zBNXPqGJs3a5LNmDbWpk4bb2NIFdXgqyehyJIPod4agJq5TnrUqq9qMkDrRWoYgmKFoFzdMDXkHErFZHCo9goEsEClhsDlH4SCYWT4ApVfRx/2gYutYGpLSugDcO1osWlHy1ObvwfgtXEqphTQmwZqHEzpIGA1KVtrFK0110q9WqFYrai1WrF2hmfLvqCSghEeBQM+VMsTnlTRo0xK5TzXyVH0wuTMCZfykdI5VWpurVGkdsDRjsbitmxbA4w754WMrbuG61Q/+bpUD6CA3Y/fUSoloDoxWOvPVtERiPyomfxI+zpiTvTq1NaG9+xso0nfRvSkZuoZaKNJ88ZQK0mRxtCBPhojYizLj41jYRdP+Nuk/kEM+IbYHFqT5tE8uxDnb+FohVqVett8utTnDe/hYiHr/21j4DdiOWqFURG3BkudGb6Ht2Klh60kVjilOgFQstTTGY9SHaWULwuVygeofFYay+K+v5gQbheBJweVukq6d5UWvEJKpWsc12tBVc4yFWrz++WkgAImZ1rQ1pSOgsnQOMMiM2d20JzLDyugWFNRVsAHysAQVHnUV3l0YFxhTYyqc1jr9AhWZzB+RY1Vn5Ps6cLAHawmTawh6mhrqsGUqGDSo6aKeBXr2k+wmI0suHhdxVhWIzb7w6un7WlZtj2vzrNnVbn2tDLLnpSds0fXTwMWwF0/a0/Kz3M8GzXLsYfUXq/uFNmbZ412PuOELZrP86nGDrbZ08fbwrlTbc6sKTZt2gQ3Y1ktUhoD00CzOjr04IY+AKU6TJ0cP8ESXHINZcd36QRUgQ4wpYtdgSyQY4HB/hZAj2EgA8mdUK8OWPJ+gNaeFLA95oUnAEygScmAqx3bdoIOYNqqtgKa1hgaUrXW7LcBKlen6RquVT2m2qw1qWRrGRyolEetpFotrQ3K1trBBQBuq9SQc0Rrzgs8bXVO6aAMD5kQzal3FK1J0doCSDuaV9sQgqotgDiwgMapl4MOlWqCS9dLmRR+AKjogCXuFEow8dpfYGE8dKJ28hdsnO+BVT4MiMbKZOgfbONJ48axHce8qImkcxMGELyeTLPsVJRp6sAuNo2tYipQTUOxZo/oZQtZ3GUhUzyW0uvnxqpoUVrGPKrFgLaA8/NZWHMRYG2ZOwbDYqrFYljsXTfXDlFbqaZKIQU8GuoBKw3HT0p1TgYF93kWQpItMQGsQsZfc0n9LpJJXSfNuwBMF3h9hddSq6LEnU6lyo/udqWLhotcr+CZbQvtnJ7kCFjqwnCdGKSDZ7cvpUWDVLCp8yKHAWGFZg/nAlaBpuajLqWAU32emgqVusF8LDmEdecO0Y1xwOoYx6ploZoqDIhyUsByVm0qZ5XdKrYljGUVxQITn1XUlA6W0TdYR2p5m1rtcXGmvQCqlzUFgJVjzwHrWXmmPbiWZvevpgLWGXtWlmnPKgCuPBvHMNOe1F+2T6/v2b++vbEn92st4QBPJOERO0oNpwPVJJ6HNW36RDf+NWLUYLcdRco4YuRQZ9cPHTbAho/0NP4OGEjaiIL1BKKQHoDUIxgjIwjIUDBA68qUk84YHAG4hAGCCuXyQtWRGsxXYOES+gKXwod9wSSQ2ik4pm1bIPr/AsDaMQbmw7oZPnyGYFRtpbqsjQMLVUOlBJNLBznXRmDyuq1TGKmYYNA1nv3WUrWfYGEwAIsPN307AGjLDe+jEExAJYVqx2e25Zo27hj7KJFSP6V9Ak7nBKGvg6mVdeTLwt+3DQC1tgDU2RPsUzsFYkIIqmCe0TyYx9JOHtLTJg7qbuOU0g0JsWnDe9kk+vimUBPNRnWmDO5m01AkwTOH2bxzWMxlHtt5KNRsrp81uCupXgjGRF9byvLOq2WnE6tZPWkla1MsxbBYjHIt4n2Lx/Sx9TNYT505VHGMVR1gzpRqKwdW6HIGe1dTV7EYLQ7fWYaXztFZkcX9LpBySANz8BoKSPM02z2P15fjeWQVKeBFXhcd3uWihCf0lAFVGVmWPIFKFlj6JZ2HIpwBqrMYFqq1foKFoXEW4M7vVB8UvYM7l+HV09XOTGOBlQMIAut6Uqgbu2rIP2Y3cpjkyJQRRQO1Vj3bWnoFq0kBVV9VMpO4ErgqWQKggocuXGeVp2IH1morwsAopea6wZjXXT7ryfUMe06K96K2wIH1ojLXnpMKvqDGelp8xh5dO2VPqLWelpyzF6jWM87JzHhaf8k+v71n3z88sX/+8dr+9eO91dcUWdhmHrszChuemIx7OH/+dJuOkk1ioHnkqKF0bXg66UePHobJQSvUgN4sFzAA+57GX86FMFFSxoYmXnoUrLN1pebqRCroh+3uj2L5BgASaV9HHEI/HEJfQPITVGzbN6lTeyDx4Sb0AShtBZZUS6qmVLEtitUWG17RrglEKZX6DbV1QPKetgDTDtDaKU2UWhEtdcMLUqWMGBIyNwSXg0qg6TNUn6E8UqL2QCC4vNG+ab8dELg0EHgEmUKmhGonwefDz9XWt30L66AUj8/xp8v/v2C1BaZ2FkgjbAAPwe6OATEY+3siDbBTqYumEdOBaSoxg7RtBgDNYH8m29mjetosgJhLijdfKR4KpFhM4+xipncsArwFI0NI81ibYnQvW8taFBvo91s3fbitpZlWTbUrUbAVvGc54C0b19fWMbV+D10VsYCVuGmxJeECHuVRuSeordJQqTTSv3NAlUFvbIaa0FGqi4d4RNVBKRXzEw+E2SWUSe54cTImHKXNFQArTmL4iLqrhHqrnAYIudeCqvJ4DDOISfdOA9dpLHaPO9i0Bay0LXPdgPH5cPqiWHQmG+cul7GnfOBSO1MujbhFLJ3WmJdijcCgtS8U9QB2Kz+FLgyacFEzUVzFyk81RAVQldOIW7If44JlqotJJ4tYVq0UG7/+eJTdzztqT0oygSrXXt24YG/qLtjrmnx7SZr3glrrpeASQNeA6lq6PQcsHZNySbFe3r5m3z49sm8fn9i390/t+6cX9u/v7+z7x+d27VKWbdyyxsaOH2WjRjO4zPjXNOCaMnU8Vv0EDI4RNo4YiWINGdafbo6+BBMuAatvv144ib2x71kaGxVT9GQqitqmOpEKqs6SWvniEHZCwTqSEgoWXwaPFdp3IPGt7kO051tdWwdZE2iCrz37ntRR1wMXECktbO2iNeAILt7HcV2rz/Ze5wVM0HlhkpnRApVpLYVxagYYACSovOGUS4olBRNUhJSrnd4DjAoZEy7t4zN8BRO/f2DHdtaJPr0Awp/P68D7pFiBKFMA13Qn5RvUJ8AmYCbMBJJZ1EEziVnszwOSuWMH2hzMhblj+vIaiEjtpEDLmGi4lAVclkwkxWO7jKWcVzCjdyUPdFvGYpmLx0qNQqitethKzm2cPdI2zdYA8DBbzXsdYCyouXLSAFvN9VtmjbQ9mk6/fgFgLWIgeJml7lzLE3TWuPTvDHBloFSZQKVtAYp0NSnSLifswv2jmQFlEkwXtaozANUgFqUYFMWEVEoLJlUhCM5POImnQIPDL+nMIE4DqjP0RmU0KZes99Oy4AnBlsus4QJUKpuxphzcwlycwnwcwzziCj9MVruinNRPqtWYz0ziDFqRMC4qZVqQCt/HB9MAACAASURBVNalU2tRY5XT4S6DogTjo4g1Couil/N6o9VB+v2CEygQNVUlKlVbaG9uXHJgvSINFDzPS1ExKRRu4LOiM/a86Ky9bILtKeces//+QYV9+/AYqAhUyxNP7S8A+7/f39vX98/sYt4ZW7Fsjo0bM8SmTBlDeghgqNgEesnGjqMHkfEv9SKOxQAZOUJpoZYL6I09j2PYp5v1wZ6Xg9gLsHr27kqtRXpI7RVI464v6uUXiIIBWkfqLD85hXRjuLTQweVRJ1+nXAAmyJrCV6Dwza9w8Dl42jl4pIAOMm7wdgJA6uIA1Xlv8LOkfg5YzBKuUZqndM4HZfOEBypfXnvB8gUSp15cKyWSWmnbHog8Dl9roKJ+4j2CqTM9el0CfC0Yk0YQqY7qiHoFsZRYMCrVk/69IZgSU3DlZqIYgmrO+IE2n9m581CeuajJgomDbBHr9C2gLlpELBZAQLGSdftWTBtKt8QQtno9hFRvmK1FkaRKAmfFhAF0qNOqNKEvytTXNk4fajuYkLiN2b4bgWsra/5tnjnC1vM564BxC/tRWvOPNPAI41YyLNJ20U1BXXWOjomzTJfKxDqXja64gDpdxpC4BGAyJy5TS5WhQtdRpyvUWzInKk9S3pykwRwxEFzeJohq7uMazv3iuix2LbUspXv0RyklPOM6MDA0SA3PYmLkAFY2kcW6GK7diZanXKIAyC5r4iIfXAbFDipZ7rh5Wv6sIi3a6nhQQj2tSYKrRlIJ3WWsUXidJaqvRi6x63tXWC3wPbiQSq0klbpsr+sAqv6Kvcbpe4NqCSyX7gksDAuB5YkMe4YzqNrrBQaG4suTG8D0yKWC394/sh/vn9h3lOsr22/vntiPj8/sf7+9tQ/PblnB+ZO2acMyujeGOddwzuzJgDbKwTWW6SqTNC42jtYp6jONh40cRVc9HfZDnZrRLgVgvfsqRWRwGXteqaEMDD+aQn2x3GVk+MvIoE5SjeXqLdI7mRG+3JDt+ab34RteIPkJDrf1sQ44iv5AGaD3s+1IX2IHlFCuY3u9T4olAHmPg9K7z2sfznlBba/jTeFg+xtM+rnt6Qz3YyDWT5+p1zovmIDKF2X0A3R/zinVC+CzBVP3zh3cNoh/n1K9TnSVBxLdaTUaiiExgfppOm1EM4n5jCEtQHUWoEKLSNMUC1QDAcoSAFnO6+WkbitI51YAzXJAWDVthK0FjHVMjV/LKrNrZ5DiOahG2EaObwCc9bxvAzCtm8wqSiiWtlu4bju2eihTQDS3KgzDYivbjaSBm3l/9AoWftmwwJK30q7EmFWautKj1mNWrLNMtlka6MWouIBCaXsVQ0JguXqKbRFjq2WkgUr/NE4l968CFfMYFrut+pRMOjqMUCwHVg6DYTnkl9m4f5k7aIuXkbGNZafZnqW96RxKlhnG5C3ULINH+ORSZ+VDeC6mhlSrkDakEqitYxyrMS8ZZ5AOjDN0W2SoX/Cg1bOtxzWsEVjUWVU8d6tsH0rHEtVXdi+yisMbnVI9L8+318D09iauXuM1e3uL7U1e3yj8r1oB1kviFami4gXxjLTwNWnjm1qZHLn28UkdUAmsxwBFkBIKLEHlCY69fWw/3pEmomivHzcCWKpt3bgcuCbYdOz5OTPG24ypY23m9Ak2Z+ZEmzp5FJ0dI7DqpWhAhpINHcKcMOowp14CjAHmHj2x43EJ/fnG7kC9JafQn5uxI0AoOqBeUip3w/PN78cNKaA85wSUZ9+fgeYAVO+/gePIYLQ+V+/1hhdGwSMYO/BZ7ph3+zewpEo/lcmpnQes9iiNjAspmDuvc8Alh0+GRGcACurkAzh+FsK/J4Tfwx3j39OVf2MPevaG0+EwRWNKpHnznDKhTijTQmqdZZgKK2aMdLGS2blrmaKxaeEEWwcAawSO6iNWQdJ2Ndetd10S4xnUHUeKN9o2AMdmJiBqfzPv2TKX7czhKNMQJigOIga72DRlgGei4qKJtpPnU+2YPxbQ6LhArTZNG2wRC8ZZIo73Me7lE7QspWFYnEWtVFudR60ElkeleFIpxsQVbPUrqFZRwk43PiVLvRSgXGCry1pX00MVCqU0sApxUCpYS+lTi/n2Sw6Fm+A6T49UBj80g3pLkUmKeA7lEmDnBBlKlsHYVgF11gV+mRwmQkrFpFg1KFIdrmAVEJWhUNWZ8fT1kRJm00PIsToenXrjTJzVolaVPG+rOI40MFZ11Rq7dToGMwJIUKr3d8vt/Z0ye3Or2N7duW7vqZfeNVx0YL0EoFfES+ootxVQlTn2FtfwHTXYq2rSxZps+wRYTp2aoFJa6ABzykV6+O6RfX37kHhkX17esS+v7tmfbx7Zo8ZyS08+YGtWzLW5M6fYTGquWYx9zaIbesokaq+xwwFrGOnhUFLIobRNsRYHJscgrPnBg2V2MPbVu4t1Zxp4UBd/C6LuUgTyDS9w/Gl76sDWT0Bx4wsEqY/GvTwwoAzcxP6kVx618oCl9+tzunbT59JW5RSwCU4vUO5zfZp+jq/n5/AzPGoFUPo5hLeG+m8aqDEqGmIBqwPpoy8KJtA6oFCBpHvBfCl0AXAXwNWNn63oyvG+3QNsONMypg1nLIlUbz410xzqpAXAtBC4FpHqLUGJVgLMKkEjeOjX20Rb0eZFk20j0943zhsPOIA2d7xt5NxGYNrKss2hnNtKbJnP64W8BhRF+OJJtosIpabaPGMotdNw2zZzmG0Dsi08+3crKrgLgHaz5HP4/DEWDlhhc4ZbGHCFA2jChtmWwr18YjsPUWQqyFktRdGkVnl7SfkwLGShy6i4hkJdPeQB6zrqJUvdAxa1lRSLHlbBVINSVTOUVAlc2q9N4z4XWOcAKpMfkrmTjnamFmcxHysLdTqnuVmMZ2WiXplMJckEtvPbF1se6WAuUOWwUtMFlkW7zrqCamkqRZEqpFTZuIE5tDZlY78D2I0M0sB0aD5Ozx/WfIneg2lRzoMWali96UHBMYwKTIrbJfbpQZV9fFBpH+4D2N1i+wBY72+hWgKHGsvVVtRYr8uy7A0qpePva/MBKxf4MDaqsu3zs3pSwaekfASKJKj+Yv+vT8/cvsBy8faB/fHyXlPcAcgGe3e/2u5UFFrWycO2NyLU1i6da7OnjrbJE2n0JUZoPhip4LjRg208MWIEDy4f3JvpKnTUD2a6Cg/X69Oni4UAVzduvC60QnUlOvNtL1g6Sb24QaVMgarDeK10zoHGtiOplT9w6bpOTdd7wZISdgGu7uoCUeeHu74915FqSsUAQz/DgQloHQFWCuQjWFya51EiqZMf6qT3+HLcl/GljkrnpLA0uXZm24VUVjAFaR/QO/N7deazNP40mNpp8jDsb+qkpdQvi5XmafxosietWzZlGLUSdRLqs47UbA1qsw6AFBsYqN3C6rGbUZUtiyfaNh55o/69zazZtw2QwlgJaTvLNYctmmTbuS5MysN2BzCFAZigiuSanexvn8eqtKjSTrbbZzK1HuUKRZnCZgyxiLk8q0qAAdeuuSxfBlQCa//KqTyknuXJdiy3M2RoUqpc1VQolGC60gSW1OqaBoDZCqoS0r9iDAyBVZIktWI8llSwmlpKUQNINUxtupFOOZSOz5C2X+YFKZ5mDqtbF2tdUGVKoTSOtZlmXMDKAqzz1FqZas5lrXfBdZGB3KuoVZGm29O1XpYe59zARmqsuvMMFvPo1Oo0HBIeYld5lBYmxq4cWIxdaVvDg+0aULeH16iR6ovs/b1KoKq2T/crAazcPt4vtY/3SoALsGS5CyzqqRco1lug+sDYltTqTTWAVWUBXib1WIH9eHvX/vr83P5BCvgDtRJQ//rygtfPAOohcAHW+4f27c19+/paAVzPG+3Dw1p7eVNqWUGU2eOaS1Zz8bRlpsRZxLbVtpgJcVMmjnRTVUYC2Phxg4FtuDNAhqoPkVYogTWANRZ69w62Hj06WwhwhbDuQpcuHZxydUZ9PDe+Dzcx8EjJCEHij0J0pkdOEYTx0QUjJAB1UDooxRJYnUnFOlPDaatz7jWpWaD2qccEo8CV8nUEXkHqL/uf/Q7Uc34yKUj1/Nl24lhHjgXy87oEd+ALoKN1ZRvEzNvOrGykcahAZuIKpoE8JX78YMaNJmAkMP1CKdsq6hZtPTHCVqJOq6mP1rAgy2oUag2p2zrSvo2sH7EZUKRQW1hHYhsLXobRCLsDM2E7sWP5VNvJNlxBHRS5eqbtXDmNaR2TaZidYrtpmN3DcUEVAXR7lk3BiJhikaSTuwEsQoDNZlUl4AqnzgpnzCpy5nAeq8PimoAZCViRKFwEsZ/3Hd/G87QRk9OIyfkoHG6sdUF1SUpF07lUSlb6NbZK/4oID1RY616lwvWrPC6opE4ABUh1RAN9sY1nDrlw41g5dLLnMu8kg2XQVGNlqMZSfYV54aACqAys93O4hRkAVsBKuFcYg7qkCYrMrSonz6xj9dsGHME6+gS1zkVlGv2BJ1CzozusIoVB4SPbgGurVR8Lt4ZTUdZICng7N4mB30J7e7fCPj2qtU8Pq+3zQ4HFa1RLYL2/ddneYWA4iKRSAqky197RafEWC/4drxWvGN96f/My9dNdp0wOqs+MZX1+1qRWAuoBdRVwEd/e3gMu0sCXUqsb9vFhjb29U27P64rsae0Ve1RdaA8q8+xhVYHdr8i3svxUS4oJtc2reOjc7PE2deIQ0kWUDCdxCG7hoAG0QvUIsl7UWYKqO0D17IXC0APXhQbS4OCODphOzCnqxM0fAFABqIoLXksxglG2YPrmgrnBuwBTAMoVBERdpFaEN7X0AifoOgOhg46tYO3oIJWSSfX4GfycIBQokJ8hNerM1pPi8dnsd+FndqdjPJinbfjj6gUy+7Y3v/MIJgnK1VukcSFAUW20gans6wnVRGsED5CtZ389qiTDYYPqIpRpMze06qhNKNNW4NhG10MovXo7gGTnqlm2izGlXatnWURT7KEbIpJWo4hVM203YO1CWSKAaw/X7lk5HbDYBzwZELGrplsM2yhAi0L1olCmPQvGWuS8URYxB4BIDwVWNLVY7MJxFj1/tO0GvEiO6/UxFoBJJzPTWpoZ1Fh5gFVA/98FBoHV73cNhZJiXU+USvHAD16XaQD4CI42SlWFO1jtwCL9A666tAPWcJaWPqASWDfPJtqdc0n2y3lNwyfX1EDw2W2kgNsWWdaOpZZDqMY6txWgmqDKBCypVjYmRh6p4GXgKj8WwWxhpoVkHnJtTVqos5IirvIkTbcnUCpAKk0JRT7DcAUjoDnWbp7ba7cy99E9cZIGWmoppYBAJbA+Payyz6SDCi9Ynxov2af6i/YRwJT6vaHL4g3W+htU7L1gq8yx1xVZ9vnudfv65g7K9ACF0gAxUAHXj4+4g03xHbi+vhNUd+zrq9uARaBYn5/U2rt7ZfbsxlV7WncZxaKLvjLf7pblELl2vzTX6i+fsbLzKVaYesBSD2y3aGaarmA6wvQJw238qEHWHyu+J9P8u3cPxMgIJC0Mtn69gqy3UkNAkTIEEcGAphu6Mze+LOtgbvyf0QRWEKZAEPtSIilSEGqnfYEm5QtCubpScwWzVVqp4wGA41w8lEjwCijVQ91Roa5Ed9V+HNPPVaoXwuzbEH5OH5pfBzMFY/wIzIdJpHCzJpKSTbNQUrUt1EOb5lMPUQcJnA3UQG5LmreJumgL6d1G9jeSzm0mrQsFojBUJXQpKRxQbKfjYTtjSOFAs4vlwyIAaJeLWRa5FphWz2Y7xwRXFFvFHuCK5toorotaPQOYZrp2pDhAjAMsLfYSzbrp0ShYDHBFL5I6jbcoQQRcgkixb8EYO7B4gsWgalEc3wNgh3n/GcDKBKocpnrkA5XXBbxK93oxpoTGrYrYF0zXgauUbfXxODIv7usUmRUo1an9pIB4B6eBKfOwPcg7ZndZoexedoo9yD1hv2QCVubOFaSDrCsYzpNEeJ3LJMccBoWdatHilLnNA5TAyiDOhy3AEVzBqkpbgAcP//Q+t5ZgHbVVHXVVDYokoMqP4f+nMCB8dDtyGWU3M/bb7fMH+UX2293seHtWiQFxu5TaBoiA6gvGw5dHNfYFqL6gXF/ulwFLkX1GtT7VF9o7nL+3WO/vAElq5RTLu1+ZxfXFpHa3SQEf2l9fqKu+ANVn0sE/2Cf+8Qk3UKr1Fqje3Hbx7dUt+wpYn5xildjLxiJS02sAJrgu2r3yPLtbmmN3irPtxqXTVn8xzRoupltdQaqbD1bIt9d5vtGOx261XWsX2LLZE23yGAaY+3Wz/j2BqhsAAFJXIOnKTSy4urDfnfDWMcFSEiKQ6RGdlYoBnaBSdFLdQ7rWlenn3buRVtJC5cAC1O6kmr170Vqlc0xrCeF8N+0DTDemWHQnQvQ5qKR+h2DSuuAA5joF06uHmo7rH+RqJaVzqn+2rkBN1sy3HctmAghwAMnWRVIcAFsIYEwSFGgONpRJc5y28noryrQJo2EzY0nbpUw0vG5ndq5Su3DACmf12J3AErluju1ejzoBlCDbzWsp1R5gimElpFjmSEVzLEbBNYIrlvN7Oa91KPbz8IGDnDsIhNH8nBgA3kt6t4/Yv4Kln1dMBjBUihpLIMWgWvFLWRdQ4GG/x3AsgdTz3C4tPqs1XaRUjFWRCpYwNqWuinJUqBRjQgZFDWme6ik5gEr1ak7uI/tSM/l+u3WW2RynD1FTHXIwPeO+eMw98SD3mN0Hrl8ygCpLrUr4+blEHilhNpBJtVRrZWkcixpLWw9Yc4FuEWCxzDQP/b5O54XWD6ynrqqhrqrF/atAmZQClgGU4GpAoR4UHLF7ucwsxoJvzNhnDwqP2Mu6AqcSuql1c3970Wh/PK21L4+r7Q/i6yPgAqwPWO5Sqrc1efaeukoqpXinVNBFFrBl2x8PS+37m7v2L8H0CeOCDox/ANd/vr20f397Yf/8U3A9BDxant6hbAD2J2B9eVrv6rt39yrs3d1ye9EguK7YE1JC1VqPqi/ag/ICa2RJtpoLp6wm/6RVZKVYyZlEK0H6S84m2GW+vS4di2Pt+wg301SDkXuY/7OJ6eALmMU6jtRqIMrQm6kPPbjJQ0i9OrsxoHakZHLgSAd53YmO7wClbU5xBBzjR1wvcHq7NDPYugGQcx9Z4bVXSJD1A2CBqs/oxrY/BsMA5i0NZDLg6AEhNmloH5s+0mOFr2ZcR+M+6xn/WTuRJxQyHiSjYNti6p6VqMc6gTUdtVI6BgDAFkpdJMDCULFwoAvn2DZqzjCuCePcdq7X+7dSS8mACEehdgBUGKoiuJTiKe0TTILLpX5so4AlasN893ovMyviNs6z2A1zLG7DXNvP8f2cVzf6PkCKB7wExqE0FnWQ/f1aTQlgD67xrPl3kNTx4IqpPFWRB8GRHsbhCEZRV+1jP34xjzLldSygHeKa0yhWFvVVAb1/UqtLpH5FGp9KZgmJY1pcVutgKu1j9juhfaV8t85xj5/cSyoYRylzyG5nJNmtjMMoVYo9zE+1p4Xp9uRCmgPtF41hFTKTtzCOKfjsZwHa+XBSwZ0sI4165ZD2ZQOVwDov8wK1ymNAOYcHI1ygz6+U52pVpe+lpmLq/UkcEx6AUMwzs0qSmVd1fIez2e9dPGGPrqTanRzqMFSrEdAeX09ztrrSvy9PGdTlBveoR4P9SVr252Nge1xp70kD3wLg+zo5gAX2gfg7VB+UClZk2gfOf3tWYz9I8f56f9/+Yizrr89PacZ94eKffz5zYP31BdgEF9dI3b68vGlfnjWgWLWuzvpIWvr6lpTrujNVntULsiJqrUK7dT3Lavnj3ShMs9q8k1aZkWzlrCBVBmDFafF2MSXW8uPD3ZoIZ+lDO0OqeJw2miNr59sBvv31VPUtOGgLmDM0f0QfmzOil02mGXUkUyWGUpP15+kXPZncJ/C6oV49UThFL1SoD+o0CFNkSN9uTg2HD+ppI3Ekxw3ra9NYfHLmeAZgZ02wtcvn2I6NS22nwKbLYF/oCosDlmhudq1CFEG6tm261icfwAOqmauEXb0DOHZybs/6hQ4sPSs6UpCtmG276a+LWD3X9qyZZ7tXka6tRlX49+xeOQcIFlk0AESiJHu44XcCk0IKtWvtLJf+RbC6lq6J2ghArHEuhdqNGsVuXmj7+fvspyF2P93m8bh1iv2MNR0gNAHxEOv4HeR9ejB8EqZD4kZeA9VBgPOAxloV61n7b80MO0TKeIjUM17qRfonoASXgDpAbbUfB3EvqpWIYqVS7mhqfR6p4MWmwWAt/SClKk2JcrVTKZBVAlnDacZllQbypdl4OpFZGqxIhqrVAJfOKf27k3nExf2cY06x7p1Ptl8067GAAk5TjNVsK7BkZOSTg+bzw3MFGeNXuRocliMYTn21cylwLbHLDA6X0oBYdgygjjF4xjLSJYJKa1uwf4PxqwcFx4GK+VOFx+xWVjwDxnvtdvZB1yXxgZTvD6D6E6X6qpTMCxc3uhesj7ev2oeGi/ah/oJ9FGACiRpLaeB70sCPzMH6gJL9ee+6fX+J1f6qEdW6g2qhVH/SJ/jnc/sLqBT/+kr88cSB9f3dXVdnqdb6E7g+Y558AKoPpKVvNZZGivqysdieoV4v6ovtSQ1LAlResNvXs+1OUaY18A1VRTpQgWKVnUmgpSvRio7vY4FTHtiHhatVUU9xY5zgJjjMf+YB/qP3E7HYvrvpKogjbdrLTb6bwj+Mb9atuGih3ASbOb+OzoRVdGqrfWflxIFNAQgzRrj18NZN56mCqGFCxCaLYb2G3RsX2oFd6+1EQqQdPxRpKfvC7Uj0Fju8e4MlbF9FGkWahQEQjTJFkrJtmz7IgbVlSn8GVUegFItRjkXc7EsBYKFFAWLMugXUOqRc65SezUVFFpKeoTCAotRNx2N1bOMCi+HGj2XNiLimiN60wPYChl7HcE0cn6n9WK7T+2JIBw9uX24Hw1bYAeCKZwqHIkH7QHaIawVWIgAokjh3dPtKS+BzpFiHASyRn5sIqElAm4j6JaJch1HGRJTrEI5iPLXXQf7G+6n99vN3PQhY+wHrIGlryrrZuOBrGS5iKghgqaaqPuVZtKg0hXoKVVIdJeWqBx7VUxUpmBb8/944xWpkAFdFvVWDK9iQjhOYRhME19SjajdxBW9x7BfNsXKLYtBUqz7APFSrgJQwJ4LVbnFOpFoFEcstf9cygFryMwoil7nFNovx+4uwKa9rkRis93K6K9TeUYuK3cIpfHSJ6R3EvQvJDqxGTIsHhclY6BecWSGwvr64ad9QD8X316RovP76pMa+P6m0Px+U2Gfcvk8NhfaZlFAQfajOsU8awyIt/Mj2c8MV+/a4ivfVoVi37F8fH2Kxo1BfnmJgeFTrf3+8sv98R714/ePDAxSLdJD4gZEh5frM7/GJ+k5gvbtT7hzCl40l9gK4XjWWYmhcIyW8ZA/K8u3OtbOM1x0hBY5n7UPAIs8u45us5Nhephfw0L7YjXaWL6jUrYt4+sQCS1L+T57vvkXJ/6PnqpBWkY2LNZPBy1kjbBf/+c4+5sYP53j4TFp0ZjA+w9jMVtRFETZ1II/p5Bm4vCeab+dDQCN3LWoT3+QR6+xI3FYW2dlux2LDqPm22bHozXaYLu54br4DXLeXmiRmKZ0Js4fxuQMtVJ+JYh0KW21JEZstfvtq24vKxaCygiiWmziW9wqsaFQpGvXygrUHQKJQsSid0zWEA2vrYlQSQMKW2z7g2AsEsQ6+Be78PsA5SBNsAr/XoR0rLXHnKkvgb3WI1wlhywBJSrXYLUMmoBL4PB3TehTJ2zjP75QIrEnAe5iUMZGffxhQk4BFYB1GLQ+hWof4d8ZjuR8QUJgaBxjTOghY8Xy5HQVEpYKF+0MZFOZhHTh/xfQBarn0MsanBJUcvzLqKUHmaqtkTdKNsRup+6yOc9VHqbWor+t53UDUU481nNoHZNRfpw/iCjJDOJum2kKta0E6mE9RlwvN2RR4OShYHudzcQDzACs/YpldYD+fVDAXyK5it6up9ppWXdJy06xiW8MotHoDXVBz3cw6ZHcZ27qXTz6KcaFU8MGlYwzmAojMCVK+P56hWqjG99e37Afx/WUj6aBqrAr7A0PiC+bFR8wLgfWF7RfGq75IvRjL+nDjov1xpxiwqu0fqNV/Pj2w/3x5jM3+BPPiMWngM/uPg0pgUWtRZ/1FKvhP4Pr+4T4WPIBh0X9VSvi4DtirqLPKgKuMlJBAuaRgLxoAq6LAHpZkWWMBnfz88bS0WxUDgsX88Yto67qKeqsg1rJx5xgb1AL5p1he7thaHk5Gbp9I/n9oCWkKqUkUDaN7iBj2Y7CnYzin2I11vIvj4UC1g46CMMDaNmWgbZs8wEKJbaRv22lMjeZz9iyjw2DJRNtLmpS0Z5MdjQu143uBCrU6HrXJju1eb8nhK+0wypnADRjP7xG7DIuaG23njCEOrPDZjPmsXwRca0nJltuBLctIxRbbAcGKGh4ADqVq+1CRvVIeIFFEc4M7ALmppUR7uSaO9+wFqgNApTgILAe3Lbf9gLGf3/EAoBwIXQ5E/E4AlRixxpK415LYHt61xhIFGu9J5JpkvjSOhq9mObIV7HtCExOT+J2O8DslkUomKwDsCMqVDGRHgCvJKReqBVgJ/I3i+fseFFQAFj+f7osFo+0I1v0p/m8u8H91JYFHTKFYUir1/pWRDmrwtxK1UneFtjWkgjItBFYt0N04sddqgUtANaZzT3MP1Kexz9zDm9wXd88l2C95MetYEAZJ5KFwedEs0LmHoi4Kx4RQ21IuqiWXMI/wKpfUK5d0UMuWlTEF5JoWhaFjvYreqcbMBManmEF8nnYmrPWGs+Sm56D6LHSfibFbuIGPmaT4Ahfv7a2rmAblzqz4SsfE9xekcs/r7M+n1F1A9fleif1x9xrgkA5SQ33CwPjMNJIvAPZn/UX7psVJMAAABn1JREFURPf7p1vXqMWq7PvzG/YPgPwXrt+/PwOUoPqTdPDHC/vfHy/ZvvRsm9LBf+MQ/vURuD7et38A2I9XmBiPa+2zUsFb1+0DMH3AzFC99ewG41oVeXaPFPAeU1VuMP5WxZdH5el9Vp6Gc3QqzkpYZltgaUnuC9SsebHrSQfpSeOm1rIHguvIqml2eOUUiydVObCEJ60DUrzUbBWpIuf2A18M9UH0wrGMvzDrdTZKhqIIMoGwi204oEWgZlGLeBrG4rEMpPI8XOA9ErneUuPCLBV3MhWojvPFmEy6pQl9R2gCSKKLJmkTpgA/P2bBGNszT/DymahnFPXXPpYziA9daYekEtzAidz8CdzUCXzGIVrd4gHGs11iBwUPN7+DkJs8XmkdN7/AUYoXDyAHw1ZyfJVTonjBEr4KmKSMay2R3037R/ZssJToTWzXO8CORKK6AHZ011o7jgKnobipezY6sI7wO6XwOepMT+bfkwIYx/g9Tuo40CcD+lHAP8HfW4qUROqbRAqeyN85Abji+XsmNEUKBksqXw4aHC7C/dMaFQ4owCpHiX52VaBI1VIntpVSMvYbqaVvYVzUkQbeJu27g9V+j8WOFLcyWEqCmutpAXb7FQ2McSPkRtOISwpYGKeHFDC/P5abYzc1VhNYgsubDkqxlBZKvbR02XXUrgq6GyD1Tt5R0r7jdreAOVrY6g1nkc90XJXUSLZRGBjx9gSwNAXklbonbl5zg8F/PMIJfFKFG0jd9RioHhbbR9qZPjdoDAtXsDqHmgoXkLpKYH0Hyj8ar9gfNOv+Ayfxn68aUKwG++vNbfs3qeC/vzwBLtVZdLMD1b8B6j9NUMk1/A/n/imw3st6v4VColb3cQWB6mXdRTrr6a6nIfhxzQW7V8Zya8UZLLl2xm5hwtTzb1PrliZ0yhHVMtoVwFVMKnGZHjO3uIiUa/daO81/fhozs0+wduORdTPs8Br+wym2Eym2E6gHEhhXSVgz3Q6u1lMtppGuyTKm/iJiUa89WMTe8LymRpvFNAjgiFqE08XnJe5gJmzMZkvbF8aD2rdbGkW5VnBN3qElvXRD0tFNR43WH08A8APLPba0lCuWb/XYldQm21GN8LUAsdwSUIpk1C6R7WGAOESKdkAp2Y4VAAF83NyC5RDGSAIAJQsWQEngXCL3y2HAOLQDRRJMKKY+J4n5Tyf44j5JT14KX9pHdq+zk6SuqaRjJ/Zts6Mxmyyd3/0Ux45z7igqdgLgznL9CSATVMdRuXTeq/UpBNbJcNJtPv84QB9FLY+Rdp4CdD38LYXUN5m0MBl1OsIXmOBKIA1MIOVOXjKZmRuLnOUusMoAS+ZFhQAiNAisNiV1VdSSjdSR4nnjNvDcxQG/zXitoHqUd9xeXErDDcRLYP954Sl7findfikEolzyTS08qMViLvL6ApO98oEsn4bbfHWzO7ViTpZqLZRKYOWHL7F8Jkle5poKrMrG8yxRVnjSHl465YnCY3Y7iwbcU3v45XZB+C6Ipr6iOffxZQaGMR/eoj5vAOctqqBWps+PqjAtKgjqqrtX7H09qZ5SPqB6S2fFO+ItSveB2kpwfWm4TGp4yb7dVSpYRV1W6+IHJsaPNzftr3d3SPnu4RCqlrqDxX6X+oqWJxRK8fX1Tfv0rIb0j24PjacB0ms+T2C9YOqKFqh5hjI+qsrHbs9mkDjD7hWfZYWoU3az8ISbd3bjb3CpZ9LBRc1ZyNRuLY91jpstjW/YU3SyHGUVrOQNs3hOLQ+BJpLWzeSZSzhZTWAdAK793PRx3OxxAov0RTDt5aaI5ds2xsVoi543EkUjjVwyjlQPk4QU/jQgn03Ybhmsa3eaRVZTmXlwihQ/jTiGcqbwOxzB0j6yfjaFPgpFqhSLMkolD2JWHNnJ/KT4CEvdG4p6sPD/fmq13aSXkRtILTe5NE1qkhyxHpiABpAOozyq805EbQaSLajmWksBiuPc/MmAcRTzRCmptimkqqmsfZ4K/CdJWU9QAwqk00Q6dekJgMpgYmF2YqSl8vNSATudbQbXK06hbml7mDvFz8nGeT0FzKmAnoqypgPwSaaD6MHaJ4l0UtljmCwpOJTHUK2jDFanEIcXjrdE4Epim8q4mpaiuEiGUUwaWA5MlahQNTC5ViVgaiCtqzuFOLC9hWjcpMNCMD3OP24PycruU2c/Rp2eX06zl1dP2QuW5HtWiO3OFKj/B55ficnhppFXAAAAAElFTkSuQmCC" /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">6 VNCIA weight, rrd
collection</span></div>
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" /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Two 2 ounce weights
from CNG</span></div>
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" /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Two 1 ounce weights
from rrd collection</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Five 2 ounce weights from rrd collection.</span></div>
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<br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-76598380793116879632020-06-04T11:27:00.000-07:002020-06-04T11:27:01.577-07:00Countermarked Aes Formatum, Dupondius - something not seen often<div class="separator" style="clear: both; text-align: center;">
Countermarked Aes
Formatum, Dupondius</div>
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Latium, 3rd century
BC<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjazan9yYjX0Xnr2PrbfRwn1kGYFf2IBsUjfKz4-ENbZJGYJ2AVP52Ze4b07fkUkOMTct4gZJITYGs01WeedJTOHnPRTYmy16WsMFmbOYzR3d_2vkE8DtZGYyaE1lZsOy4g6ym-81fjbUs/s1600/DSCN4491.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1490" data-original-width="1600" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjazan9yYjX0Xnr2PrbfRwn1kGYFf2IBsUjfKz4-ENbZJGYJ2AVP52Ze4b07fkUkOMTct4gZJITYGs01WeedJTOHnPRTYmy16WsMFmbOYzR3d_2vkE8DtZGYyaE1lZsOy4g6ym-81fjbUs/s320/DSCN4491.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiap0JyOdtK6QanIdSeJmQX2A-vPHuJIiskmrkNAYy7H_t_xfCFj_8tFR45gwcHb85f43PGxpSz_mupq2g90VHuXIDRGApCP_GVBdqlhVAWWUImBIefZS8syV7eMbUoJLswQBGLUaxBNxI/s1600/DSCN4492.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1592" data-original-width="1600" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiap0JyOdtK6QanIdSeJmQX2A-vPHuJIiskmrkNAYy7H_t_xfCFj_8tFR45gwcHb85f43PGxpSz_mupq2g90VHuXIDRGApCP_GVBdqlhVAWWUImBIefZS8syV7eMbUoJLswQBGLUaxBNxI/s320/DSCN4492.JPG" width="320" /></a></div>
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<div class="MsoNormal">
I recently added an interesting piece of cast bronze to my
collection of Roman Republican coins, cast bronze money from Central Italy and
Roman scale weights. The marks of value, if that is what they are, are the same
as a 2 As Roman scale weight found in excavations of Pompeii - II. The weight,
559 grams = 280 gr equivalent As, is close to two Roman pounds, 654 grams. Only
a few of the early cast Asses weigh over 280 grams. A description of the piece
and how it fits my collection is below.<o:p></o:p></div>
<br /><br />
<br />
<div class="MsoNormal">
Roman Republic / Central Italy – Cast Bronze with Marks<o:p></o:p></div>
<div class="MsoNormal">
Cast bronze was a form of money before Rome and Central
Italy issued coins. This triangular piece looks like it was broken from a pie
shaped circular ingot. Two marks “II” on this piece could indicate it had a
value of two Asses, or one Dupondius. Some Roman two As (pound or Libra) scale
weights use a similar symbol – II. Two As weights in the British Museum and from
Munich are pictured below. Similar shaped bronze pieces are shown in Garrucci, Table
III. His description is below. Several books show inscriptions on cast bronze.
Some bronze pieces with inscriptions from my collection are shown below.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The vendor’s description: <o:p></o:p></div>
<div class="MsoNormal" style="margin-left: .5in;">
Aes Premonetale. Countermarked Aes
Formatum (Dupondius), Latium, 3rd century BC. <o:p></o:p></div>
<div class="MsoNormal" style="margin-left: .5in;">
About one-sixth of a circular
cake-shaped bronze ingot, countermarked II (mark of value) on the flat base.
Vecchi ICC- (cf. p. 25,2: Counterstamped and inscribed aes rude, Central Italy,
7th to 3rd centuries). Of the greatest historical interest and apparently
unpublished. Lovely untouched earthen olive green patina, with lighter spots. <o:p></o:p></div>
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<br /></div>
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559.0 grams <o:p></o:p></div>
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67x65x31 mm. <o:p></o:p></div>
<div class="MsoNormal">
Good VF, RRRR<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Similar pieces are in some of the Roman / Italian cast
bronze books: <o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol;"> 1</span>. ICC, Thurlow & Vecchi; plate 2 shows one
piece of Aes Rude with a crescent mark.<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Symbol;">2</span>. <span style="font-family: Symbol; text-indent: -0.25in;"><span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-indent: -0.25in;">ICC, Vecchi; On pg. 25 is a paragraph on
Counterstamped and Inscribed Aes Rude, central Italy 7</span><sup style="text-indent: -0.25in;">th</sup><span style="text-indent: -0.25in;"> to 3</span><sup style="text-indent: -0.25in;">rd</sup><span style="text-indent: -0.25in;">
centuries. Plate 1 shows + and crescent counterstamps.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Symbol;">3</span>. <span style="text-indent: -0.25in;">Inscribed aes rude or bars are not mentioned by
Grueber, Sydenham, Crawford or Sear.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Symbol;">4</span>. <span style="text-indent: -0.25in;">Garrucci has pages of sketches of aes rude and
aes signatum. Item #1 on plate LXVII has a crescent and + and weighs 30 grams. Table
III has similar shaped pieces. Translated from pg 3:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Assembled are five pieces from the Cere deposit,
because they show the round metallic loaves divided into four parts. The five
pieces weigh:<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Two pounds and two ounces, 709 grams<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Two pounds eight ounces, 872 grams<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Four pounds and eight and a half ounces, 1540
grams <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Four pounds and three ounces, 1390 grams <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Four pounds and eight and a half ounces, 1540
grams<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Symbol;">5</span>. <span style="text-indent: -0.25in;">Haeberlin has pages of pictures of aes rude and
aes signatum. Some have letters.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->T3, #9 – irregular shape with mark: “N”; weight
567.5 gr<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->T4, #5 – irregular piece of plate with mark: “L”
using archaic L, & dot on top; weight 511.92 gr<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->T4, irregular shapes with marks: <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->#6, mark: <b style="mso-bidi-font-weight: normal;">+</b>
and weight: 50.25 gr<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->#7, mark: <b style="mso-bidi-font-weight: normal;">+</b>
and Crescent 30.04 gr<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->#8, mark: <b style="mso-bidi-font-weight: normal;">+</b>
and Crescent 39.50 gr<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTaqSUXl5sIj6KOPFgWBWPCHhLyEw0DOtiE6_i7pvviOIPXrIrzdNxboJ1uJnAuFjY6PvvEl1dX16vxmZuF09naTn41ZamtWI9xrA8KofiqmgCp_Pj0jtqh89_Mc1Rd-WS13bl7gFKUuk/s1600/DSCN4498.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTaqSUXl5sIj6KOPFgWBWPCHhLyEw0DOtiE6_i7pvviOIPXrIrzdNxboJ1uJnAuFjY6PvvEl1dX16vxmZuF09naTn41ZamtWI9xrA8KofiqmgCp_Pj0jtqh89_Mc1Rd-WS13bl7gFKUuk/s320/DSCN4498.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHIiP-wN28X9RbXO2-JzHBAUK-IOiyv_0RwwUDXYu2b6ZdJbsvcFamdetu3eYkdpB_VxCJgV2ogjr5j9Qhvwv99_GaVl0o5W5CmBhAVKhHoircW3Ew5ogOnr-FySaosvydJT3QMgL5fzM/s1600/DSCN4499.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHIiP-wN28X9RbXO2-JzHBAUK-IOiyv_0RwwUDXYu2b6ZdJbsvcFamdetu3eYkdpB_VxCJgV2ogjr5j9Qhvwv99_GaVl0o5W5CmBhAVKhHoircW3Ew5ogOnr-FySaosvydJT3QMgL5fzM/s320/DSCN4499.JPG" width="320" /></a></div>
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<div align="center" class="MsoNormal" style="text-align: center;">
Aes Rude / bars with
marks clockwise: crescent & <b style="mso-bidi-font-weight: normal;">+</b>
(centering mark), <b style="mso-bidi-font-weight: normal;">+</b> (no centering
mark), II<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNpRKRgrv4zqhhjwG4vQSoY58pQ59MU8sW8k8kbz3Mgmo8wcowmV_xb18nZcK0XaGVznmvTUQ0yk4czK9vGrJAW0bzkZWfAoPP0wj8uYribzmevWnMV5i910z_wh2uyFBO9RCU52sUoA/s1600/cast+pieces+3.24.16+003.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1250" data-original-width="936" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNpRKRgrv4zqhhjwG4vQSoY58pQ59MU8sW8k8kbz3Mgmo8wcowmV_xb18nZcK0XaGVznmvTUQ0yk4czK9vGrJAW0bzkZWfAoPP0wj8uYribzmevWnMV5i910z_wh2uyFBO9RCU52sUoA/s320/cast+pieces+3.24.16+003.JPG" width="239" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg12S3dOyJchz-eAFwwz2GZfLda2wfZXX0ObAdmVLb6vJw0L1fBYBLrF6fv7JWjk4DoYSqt2PGoG6Oc7AcPvAP2HmBOW74YOq1OX9Oj_xwAY2bFZWNhQD-Rh4qzfQY9hyd3kz_9NjlUK6A/s1600/cast+pieces+3.24.16+009.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="637" data-original-width="799" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg12S3dOyJchz-eAFwwz2GZfLda2wfZXX0ObAdmVLb6vJw0L1fBYBLrF6fv7JWjk4DoYSqt2PGoG6Oc7AcPvAP2HmBOW74YOq1OX9Oj_xwAY2bFZWNhQD-Rh4qzfQY9hyd3kz_9NjlUK6A/s320/cast+pieces+3.24.16+009.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhulMSCmirUrlSZ-tz-eJ1Q3M8szPsltb2hxtbezQ8xM0G8fiJntI9Y4hzmAJJ2dA-gNpeZY4iPzgEFOZ0rij3QOLG6EMHCXMtLo_WFgMtulCfrJJ2TrekcBIiGOX_NP0G20JSL3hXj3Q4/s1600/cast+pieces+3.24.16+013.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1044" data-original-width="879" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhulMSCmirUrlSZ-tz-eJ1Q3M8szPsltb2hxtbezQ8xM0G8fiJntI9Y4hzmAJJ2dA-gNpeZY4iPzgEFOZ0rij3QOLG6EMHCXMtLo_WFgMtulCfrJJ2TrekcBIiGOX_NP0G20JSL3hXj3Q4/s320/cast+pieces+3.24.16+013.JPG" width="269" /></a></div>
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<div align="center" class="MsoNormal" style="text-align: center;">
Aes Rude with
crescent and <b style="mso-bidi-font-weight: normal;">+</b>, note the centering
dot<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY2-1zraoOkC7OthHk0gaiWr0axVFv45K15His_z4Assd9XyhDTKJSwKi22qXzcnQh7oPteIKswJkqtmmO5Hf7tKvM5R3Inzngf06nSq3Gb_f7BhTVjtYg6wveUbkf0u5nBHsvLFWH6ag/s1600/DSCN0171.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="721" data-original-width="1437" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY2-1zraoOkC7OthHk0gaiWr0axVFv45K15His_z4Assd9XyhDTKJSwKi22qXzcnQh7oPteIKswJkqtmmO5Hf7tKvM5R3Inzngf06nSq3Gb_f7BhTVjtYg6wveUbkf0u5nBHsvLFWH6ag/s320/DSCN0171.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdGTa-DVQdCrfx0NzYiIuv2GIcMkwRJKuY1Ur32Vt9935dZmQqSKuc3X5MleDPBwQOec_zIGnv0yO_6oizolN1tN_xndIkuPx5teutotbKpRjGrgdNDOc9JfHv1BiUt4-IkPR5Mcyr6lk/s1600/cast+pieces+3.24.16+018.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="634" data-original-width="599" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdGTa-DVQdCrfx0NzYiIuv2GIcMkwRJKuY1Ur32Vt9935dZmQqSKuc3X5MleDPBwQOec_zIGnv0yO_6oizolN1tN_xndIkuPx5teutotbKpRjGrgdNDOc9JfHv1BiUt4-IkPR5Mcyr6lk/s320/cast+pieces+3.24.16+018.JPG" width="302" /></a></div>
<div style="text-align: center;">
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<div align="center" class="MsoNormal" style="text-align: center;">
Picture on left shows
an Aes Rude, 30 grams, with crescent and <b style="mso-bidi-font-weight: normal;">+
(</b>note the centering dot) from Garrucci Table LXVII. The two aes rude pieces
are shown above. <span style="mso-spacerun: yes;"> </span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKODbs1yMAn_zUk55HCe5TN5o_Xi1v5G-QLWSqgBkkiHksqQ7ULObffirXrLWFWIuuKWUgZMcZPNn0OEUmjn7hu1iBtVJEiwGCce1sLobiw_5tsv6ChCG4zjEoyEuzIsIJCdnUAl6u7Xc/s1600/DSCN1733.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="759" data-original-width="827" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKODbs1yMAn_zUk55HCe5TN5o_Xi1v5G-QLWSqgBkkiHksqQ7ULObffirXrLWFWIuuKWUgZMcZPNn0OEUmjn7hu1iBtVJEiwGCce1sLobiw_5tsv6ChCG4zjEoyEuzIsIJCdnUAl6u7Xc/s320/DSCN1733.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ_FYoqiSbr0b-cKA-ONM209-pzVeqbgqFgyao3RcU5tBWuY6AksZ7xlNUPMFCorrH3Wm2TOVFtW3hjW2_lJz7oSfx24djj67JOc0RoBsJLoWN2H1JN59WmN_99yBL2er_vNZkMrnIros/s1600/DSCN1734.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="645" data-original-width="677" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ_FYoqiSbr0b-cKA-ONM209-pzVeqbgqFgyao3RcU5tBWuY6AksZ7xlNUPMFCorrH3Wm2TOVFtW3hjW2_lJz7oSfx24djj67JOc0RoBsJLoWN2H1JN59WmN_99yBL2er_vNZkMrnIros/s320/DSCN1734.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR4GH-fpuq0ZXjd0oTEhM7y6Cs92zLxtlgk2TpqQ9VZwvnMxIb8Hp9HdTBNy4vWmr2M4wjlblUjuXzHuB6Okfh19HSKxpQB0HNZUdRtBZo3tYtfZZi0qngT3HAvE4-enOVA3WxBOeQvIY/s1600/DSCN1738.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="260" data-original-width="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR4GH-fpuq0ZXjd0oTEhM7y6Cs92zLxtlgk2TpqQ9VZwvnMxIb8Hp9HdTBNy4vWmr2M4wjlblUjuXzHuB6Okfh19HSKxpQB0HNZUdRtBZo3tYtfZZi0qngT3HAvE4-enOVA3WxBOeQvIY/s1600/DSCN1738.JPG" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="text-align: center;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
Aes Signatum fragment
with incuse symbol, C or crescent moon; </div>
<div align="center" class="MsoNormal" style="text-align: center;">
22.39 grams; 25.29 X 23.36 X 6.5 mm<o:p></o:p></div>
<br /><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEici6yP_JZreF5Nr7upXWqfVTCRo8aC-TAot2Z5Tdkt5N0bO4f2QCk7drnE8wTlSxZHesRLQDotAIkpX2tOtG9WrPr14CWdcZzCeInUjVMdwXM_G3KlWmRsPL9tShEMxmxV8p8EIeXg6JU/s1600/DSCN4490.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1177" data-original-width="1600" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEici6yP_JZreF5Nr7upXWqfVTCRo8aC-TAot2Z5Tdkt5N0bO4f2QCk7drnE8wTlSxZHesRLQDotAIkpX2tOtG9WrPr14CWdcZzCeInUjVMdwXM_G3KlWmRsPL9tShEMxmxV8p8EIeXg6JU/s320/DSCN4490.JPG" width="320" /></a></div>
<div style="text-align: center;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
Size of three one As
weights compared to 2 As Aes Rude<o:p></o:p></div>
<br /><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinGXy6V7tcyQTICG5QygTBczNokPGstlAAE9BqM4yDeza7aPr-_n1ieyClV7EB0lesm5pEtCCSHX3YeaudY88DQcSNuwRCpzFh5ZJ43RWoZGyPwrWq-cmUn799K6RE040SVCX2LCnMpw0/s1600/20190924_130931.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinGXy6V7tcyQTICG5QygTBczNokPGstlAAE9BqM4yDeza7aPr-_n1ieyClV7EB0lesm5pEtCCSHX3YeaudY88DQcSNuwRCpzFh5ZJ43RWoZGyPwrWq-cmUn799K6RE040SVCX2LCnMpw0/s320/20190924_130931.jpg" width="320" /></a></div>
<div style="text-align: center;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
Picture of 1<sup>st</sup>
century Roman scale weights from British Museum.<o:p></o:p></div>
<br /><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvWJPZKkNAlrg4vBsC6IMhPIsjekcpUJ8338wcFWaPeudIz3qdCWr4QCh1j5uSDL0noJKVPqq4EYBEKqYO-IT6SVs0kC644U1b3QUYoPv0wG_B3loM0yly1PtsTUiwGl0MdEBlq4yhhvo/s1600/two+libras+Bavarian+Archaeological+Collection+Munich.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="695" data-original-width="718" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvWJPZKkNAlrg4vBsC6IMhPIsjekcpUJ8338wcFWaPeudIz3qdCWr4QCh1j5uSDL0noJKVPqq4EYBEKqYO-IT6SVs0kC644U1b3QUYoPv0wG_B3loM0yly1PtsTUiwGl0MdEBlq4yhhvo/s320/two+libras+Bavarian+Archaeological+Collection+Munich.jpg" width="320" /></a></div>
<div style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Two LIBRAS, Roman
pound, weight from the Bavarian Archaeological Collection (Munich).</span></div>
<div style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br /></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<o:p></o:p></div>
<div style="text-align: center;">
rrdenarius Cast
Bronze Collection, 6/1/2020</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi83fpJrB5xUF8Ul0wXFUELrageTiFAWflDKN35Otdsm5iYJFe-Fl9T9k47ggCgljg6xBWFPxnbdG_r1EJBKST05DLeqbvUDssNcZb-rsDltMPKLExBumRI61FWUieNOoc9b7BazdT3beM/s1600/DSCN4509.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1202" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi83fpJrB5xUF8Ul0wXFUELrageTiFAWflDKN35Otdsm5iYJFe-Fl9T9k47ggCgljg6xBWFPxnbdG_r1EJBKST05DLeqbvUDssNcZb-rsDltMPKLExBumRI61FWUieNOoc9b7BazdT3beM/s640/DSCN4509.JPG" width="640" /></a></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 207.9pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Weight,
gr<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Description <o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">2,532.7<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">large bar<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">1,441.9<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">quarter of round cake<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">891.4<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">RS bar Art Ast<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">853.6<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">RS bar Germany<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">254.5<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">RS bar piece<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">128.2<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">RS bar piece<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">53.9<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">RS (?) bar piece<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">743.4<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Cast bar<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">388.2<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Aes plate piece<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">374.6<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Aes plate piece<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">596.9<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Bar with + and crescent<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">557.6<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Bar with II<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">48.4<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Aes rude with +<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">37.7<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Bar with lines<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">220.0<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Bar piece<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">104.8<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Plate with decorations<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">905.0<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">box 1<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">1,014.0<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">box 2<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">313.4<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">aes rude, flat on 1 side <o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">11,460.2<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Total grams<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">35.0<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">Equivalent asses<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 67.5pt;" valign="bottom" width="90">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">11.7<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 135.0pt;" valign="bottom" width="180">
<div class="MsoNormal">
<span style="font-family: Calibri, sans-serif; font-size: 11pt;">days pay at 3 asses per day<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div style="text-align: left;">
<br /></div>
Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-1915884909814730762020-05-27T12:02:00.000-07:002020-05-27T12:02:13.704-07:00Prow Left Aes Grave Sextans, Cr 36/5<div align="center" class="MsoNormal" style="text-align: center;">
Prow Left Cast
Sextans<o:p></o:p></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Cr 36/5, 225 – 217 BC</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSgS700UUWgZKHWlCGEda9lMCVrDH1hzydqvCmQUN1KfBSBTxFaVYtwy-qnkEnJWKuP4aRz4uHg8e0ywmsBXtK05_CeB0a78nNXxDHkDSsVrKeP53rJTYwE8I822fWfu2Cy1OO7vqWWEY/s1600/Cr36.5+Prow+Left+Sextans+NAC+5.25.20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="840" data-original-width="1600" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSgS700UUWgZKHWlCGEda9lMCVrDH1hzydqvCmQUN1KfBSBTxFaVYtwy-qnkEnJWKuP4aRz4uHg8e0ywmsBXtK05_CeB0a78nNXxDHkDSsVrKeP53rJTYwE8I822fWfu2Cy1OO7vqWWEY/s320/Cr36.5+Prow+Left+Sextans+NAC+5.25.20.jpg" width="320" /></a></div>
I bought a prow left Sextans in the NAC auction last weekend. It is the 3rd prow left coin I have bought in less than a year, and the most expensive. I live in the US. The coin is across the Atlantic Ocean. I am sure it will take a while to get here, so I am using NAC's pictures.<br />
The largest issue of cast bronze coins by Republican Rome had the prow (business end) of a warship on the reverse. Most were prow right. I do not know why some prows were pointed left, but there were enough prow left coins that Haeberline put then into 3 groups. Crawford followed suite and had three groups also:<br />
<br />
<ul>
<li>First Prow Left cast coins, 225 - 217 BC, wt std As = 270 grams - Cr 36: 1 - As; 2 - Semis; 3 - Triens; 4 - Quadrans; 5 - Sextans</li>
<li>Second Prow Left cast coins, 217 - 215 BC wt std As = 132 grams - Cr 38: 1 - As; 2 - Semis; 3 - Triens; 4 - Quadrans; there were struck Sextans, Uncia, Semuncia and Quartuncia coins in this group. </li>
<li>Third Prow Left cast coins, 215 - 212 BC wt std As = between 132 and 54 grams - Cr 41: 1 - Decussis; 2 - Quincussis; 3 - Tressis; 4 - Dupondius; 5 - As; 6 - Semis; 7 - Triens; 8 - Quadrans; there were struck Semis, Triens, Quadrans, Sextans, Uncia and Semuncia coins in this group. </li>
</ul>
I find it interesting that Crawford put three series of coins in a short time window of 225 to 212 BC. The weight ranges for the coins overlap. All of the cast Sextans were in the first group.<br />
<br />
<br />
<div class="MsoNormal">
Roman Republic Cast Sextans circa 225-217, Æ <o:p></o:p></div>
<div class="MsoNormal">
Obv - Head of Mercury l.; below, two pellets. <o:p></o:p></div>
<div class="MsoNormal">
Rev - Prow l.; below, two pellets. <o:p></o:p></div>
<div class="MsoNormal">
46.23 grams = 277 gram equivalent Ass<o:p></o:p></div>
<div class="MsoNormal">
24 mm – this looks wrong, most on line are 30+<o:p></o:p></div>
<div class="MsoNormal">
12 h – most of the cast coins I have seen are medal turn, or
the obverse and reverse have the same orientation. A few are orientated coin
turn, 6h. Even less have 3h or other orientations. <o:p></o:p></div>
<div class="MsoNormal">
Brown green patina and very fine<o:p></o:p></div>
<div class="MsoNormal">
Very rare (seller's words) – I found 10 examples on line, including mine.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Crawford 36/5, wt std = 270 grams<o:p></o:p></div>
<div class="MsoNormal">
Aes Grave 23<o:p></o:p></div>
<div class="MsoNormal">
Sydenham 82 <o:p></o:p></div>
<div class="MsoNormal">
Vecchi 92<o:p></o:p></div>
<div class="MsoNormal">
Thurlow-Vecchi 62, wt std = 256 grams<o:p></o:p></div>
<div class="MsoNormal">
RBW –. <o:p></o:p></div>
<div class="MsoNormal">
Historia Numorum Italy 341.<o:p></o:p></div>
<div class="MsoNormal">
Haeberlin p 55 – 56, plate 22, 17 – 20; wt range 34 – 54 grams<o:p></o:p></div>
<br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-80557117384587360542020-05-24T10:14:00.002-07:002020-05-27T12:03:07.003-07:00A few Roman Scale weights, one has face<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlDjylX_xlHpsjgYlUM_obaz7lyr2E_ciKefkLhM0QLfOeC6F7eRdcmOz00wegfAUrypVepnbKFcUkRufb-c8w37ceSaaWYKVqtkvYmhApmSyrvlEyiICUvaJ4y8uVkxXgNCSWJGz9AjE/s1600/Byz+Wt+w+face+and+cross+BFI.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="411" data-original-width="409" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlDjylX_xlHpsjgYlUM_obaz7lyr2E_ciKefkLhM0QLfOeC6F7eRdcmOz00wegfAUrypVepnbKFcUkRufb-c8w37ceSaaWYKVqtkvYmhApmSyrvlEyiICUvaJ4y8uVkxXgNCSWJGz9AjE/s320/Byz+Wt+w+face+and+cross+BFI.jpg" width="318" /></a></div>
<br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-9816808802729974972020-05-10T19:23:00.001-07:002020-05-10T19:23:43.059-07:00One Hoard and Two Coin Types – Owl of Athens & Triskeles from Pamphylia Aspendos <br />
<div class="MsoNormal">
Recently I bought two interesting coins:<o:p></o:p></div>
<div class="MsoNormal">
<span style="font-family: Symbol; text-indent: -24px;"><span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-indent: -24px;">Athens / Owl Tetradrachm from Athens – this is one of the best known ancient coins. </span></div>
<div class="MsoNormal">
<span style="font-family: Symbol; text-indent: -24px;"><span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-indent: -24px;">Hoplite / Triskeles Stater from Pamphylia Aspendos. These coins were rare until the last few years. </span><span style="text-indent: -24px;"> </span></div>
<div class="MsoNormal">
<span style="text-indent: -24px;"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg48ew6zv3EdnM31MmqjlVvEOeJLsBGVynBuFsHu2-d0dkEwG7ovECbsCFaLJaK_24wf404p9ZbR4iI4igrFgNBkgutGsD2U6cSdO9lnLbxTdfu0anyjc9GuDx1XCqCcBY5O_G3XZeUq_s/s1600/DSCN4322.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="874" data-original-width="853" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg48ew6zv3EdnM31MmqjlVvEOeJLsBGVynBuFsHu2-d0dkEwG7ovECbsCFaLJaK_24wf404p9ZbR4iI4igrFgNBkgutGsD2U6cSdO9lnLbxTdfu0anyjc9GuDx1XCqCcBY5O_G3XZeUq_s/s320/DSCN4322.JPG" width="312" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgskpJZ_VZSKHMDoB1-IPQGEYsfctSJ-loggvebFdxY1yLh5vdSBCibcQT75nKZ0VAwrzbSx22nQNtmca8fYlM2ois_DWXerzb8sa7UvGzZ2RcHREGQjyExDJJKbIDp_FgGli9L89lrUdw/s1600/DSCN4319.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="796" data-original-width="801" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgskpJZ_VZSKHMDoB1-IPQGEYsfctSJ-loggvebFdxY1yLh5vdSBCibcQT75nKZ0VAwrzbSx22nQNtmca8fYlM2ois_DWXerzb8sa7UvGzZ2RcHREGQjyExDJJKbIDp_FgGli9L89lrUdw/s320/DSCN4319.JPG" width="320" /></a></div>
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<br />
<div class="MsoNormal">
Attica, Athens AR Tetradrachm. Circa 454-404 BC. <o:p></o:p></div>
<div class="MsoNormal">
Head of Athena right, wearing earring, necklace, and crested
Attic helmet decorated with three olive leaves over visor and a spiral palmette
on the bowl<o:p></o:p></div>
<div class="MsoNormal">
Owl standing right, head facing; olive sprig and berry in
upper left field, AΘE to right; all within incuse square. <o:p></o:p></div>
<div class="MsoNormal">
Struck on a flan that includes all of Athena’s helmet crest
and full reverse borders.<o:p></o:p></div>
<div class="MsoNormal">
17.17 grams</div>
<br />
1 h<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9pr4r2LugXNhHpwk0fVAK3L3rk19eNExH1lxDANKxMgDL2mAFoLjFnCt4oeQTRzCUpRrCku0uZrsBy6rsd7gz5vpJTD0lGSjhnXgXbcM00es2l9_ktuEIEhcoJYBkwCofRwRN0jSV7Mw/s1600/DSCN4316.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9pr4r2LugXNhHpwk0fVAK3L3rk19eNExH1lxDANKxMgDL2mAFoLjFnCt4oeQTRzCUpRrCku0uZrsBy6rsd7gz5vpJTD0lGSjhnXgXbcM00es2l9_ktuEIEhcoJYBkwCofRwRN0jSV7Mw/s320/DSCN4316.JPG" width="320" /></a></div>
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<br /></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span>I thought the Crack-em-Out shirt by TIF was a good back ground for my slabbed owl. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6gjK4O8-2gJztTYPmSXsS8yNX6rQqs3D5-c4ToCcCt4PCRgYwqNygyY20oHnShyLHtg_lNx4pOq9hNNqMudNBvnLD1NHC5QAiTUfNt-BruKaj_r6GdAR90v3C2ZqlxbMZHPzSHLUUpK8/s1600/DSCN4479.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1135" data-original-width="1600" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6gjK4O8-2gJztTYPmSXsS8yNX6rQqs3D5-c4ToCcCt4PCRgYwqNygyY20oHnShyLHtg_lNx4pOq9hNNqMudNBvnLD1NHC5QAiTUfNt-BruKaj_r6GdAR90v3C2ZqlxbMZHPzSHLUUpK8/s320/DSCN4479.JPG" width="320" /></a></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><o:p></o:p></div>
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Pamphylia, Aspendos, 465 - 430 BC, Silver Stater<o:p></o:p></div>
<div class="MsoNormal">
Obverse: Hoplite warrior advancing right holding spear and round
shield. The end of the spear behind the soldier has some extra lines, like a
trident pointing the wrong way. I do not see them on other examples. The lines
could be an insect with 6 legs or flow lines on the die.<o:p></o:p></div>
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Reverse: Triskeles, 3 legs running, below - lion crouching
left in background, above - EΣT, all within incuse square. <o:p></o:p></div>
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10.73 grams<o:p></o:p></div>
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19.4 X 17.3 X 4.8 mm<o:p></o:p></div>
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Sear – 5381 - 5383 are similar, 5383 is the best but not exact
match, 460 – 420 BC<o:p></o:p></div>
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HISTORIA NVMORVM, Barclay Head – Pg 699, Fig 317, 500 – 400 BC<o:p></o:p></div>
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BMC – 19.93, 1-2 or 19.94, 9<o:p></o:p></div>
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SNG von Aulock 4482-3<o:p></o:p></div>
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Notes:<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Part of the recent hoard of Athenian
tetradrachms which included these staters as well as a fewer from Cilicia. <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->The coin was sold as rare, but I found 750 similar
coins on acsearch (PAMPHYLIA Shield Triskeles). Something like a hoard significantly
changed availability. VCoins has 64 and MA Shops has 15 similar coins for sale.<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Behind the Triskeles on the reverse are:
nothing, lion crouching left, lion standing left, lion jumping right, ivy leaf
/ vine or eagle. <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Reverse inscription on my coin is EΣT. <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Some coins replace the T with a turtle. <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Head reported these inscreptions: E, EΣ, EΣT, EΣTFE,
EΣP, and others<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->The legend represents the Pamphylian form of the
name of Aspendos – EΣTVEDIYS<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->A hoplite was the most common type of heavily
armed foot-soldier in ancient Greece from the 7th to 4th centuries BC. The
principal weapons of a Hoplite infantryman were a long ash wood spear, a short
sword and a large circular shield. (ancient.eu/hoplite - Mark Cartwright)<span style="mso-spacerun: yes;"> </span><o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Aspendos or Aspendus (Pamphylian: ΕΣΤϜΕΔΥΣ;
Attic: Ἄσπενδος) was an ancient Greco-Roman city in Antalya province of Turkey,
located about 40 km east of the modern city of Antalya, Turkey. It was situated
on the Eurymedon River about 16 km inland from the Mediterranean Sea.<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Hoplite / Triskle coins have been featured on
several Coin Talk posts in the last few years. More information here: http://augustuscoins.com/ed/interesting/triskeles.html<o:p></o:p></div>
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<o:p> For comparison the owl, stater and a Roman denarii are shown together.</o:p></div>
<br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-49525802252857395362020-04-19T18:29:00.001-07:002020-04-19T18:29:35.971-07:00More Cut Coins and a Large Struck AsI picked up two lots in an auction last month. They made it from San Marino to Texas in a day or two less than a month. The lots add a few cut coins to my pile of hands on pieces. I also added the second heaviest struck coin in my collection. I attributed most of the first lot.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0H1QOqMoa_07lO_IwXKqaIrhndc5CrbI5PeO6IScp9XDiaglQuccbh5rJPBCkEYQdCcwIurYn87v0n7P4WNHsvM8mNCyDuUdG-rrqT2FM_hfYhnaPW0ySg-YI3v5WDwvpNmrYS951KM0/s1600/inasta+A86.Lot3436+3.3.20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="979" data-original-width="1500" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0H1QOqMoa_07lO_IwXKqaIrhndc5CrbI5PeO6IScp9XDiaglQuccbh5rJPBCkEYQdCcwIurYn87v0n7P4WNHsvM8mNCyDuUdG-rrqT2FM_hfYhnaPW0ySg-YI3v5WDwvpNmrYS951KM0/s320/inasta+A86.Lot3436+3.3.20.jpg" width="320" /></a></div>
<div style="text-align: center;">
RR Lot Struck Bronze
and Silver Plated Coins</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q6ZUSgs6uHHIdE1-TlQMJk88uY_4io3tbkhjIQL3QmRAh6Cj9rkM0PLapIvjkdqgx7Jbp3saJCpaBhJM8BNb1fxi0ATayOh893K_KE0_MZELEY6jReFVq2ygYCWJMaG0p0IkjzaStwo/s1600/DSCN4473.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1513" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q6ZUSgs6uHHIdE1-TlQMJk88uY_4io3tbkhjIQL3QmRAh6Cj9rkM0PLapIvjkdqgx7Jbp3saJCpaBhJM8BNb1fxi0ATayOh893K_KE0_MZELEY6jReFVq2ygYCWJMaG0p0IkjzaStwo/s320/DSCN4473.JPG" width="302" /></a></div>
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<div class="MsoNormal">
Roman Republican coin lot. <o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Using seller’s pic, on red background, from top left to
bottom left clockwise:<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->RR
Quadrans: Anonymous, Rome, 91 BC<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Obv
– Herculese right <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->b.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Rev
– Prow right<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->c.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->3.72
grams, 18.46 X 16.95 X 2.5 mm<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->RR
Triens: <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Obv
– Minerva right<o:p></o:p></div>
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<!--[if !supportLists]-->b.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Rev
- Prow right, above ROMA<o:p></o:p></div>
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<!--[if !supportLists]-->c.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->12.58
grams, 23.5 X 23.0 X 3.7, note the coin is cupped <o:p></o:p></div>
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<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Unknown:
I bought the lot hoping that coin #3 was a cast uncia. The coin picture looks a
lot like a cast uncia, but the dot in the center is an innie (see below). I
think it is a late Republican / Imperatorial bronze coin.<o:p></o:p></div>
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<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->23.92,
33.1 X 29.4 X 4.5<o:p></o:p></div>
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<!--[if !supportLists]-->4.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->RR
Plated Quinarius: Most of the plating on this coin is missing. It is difficult
to attribute the coin from what is left. My best buess is that it is the large
issue of Cn. Cornelius Lentulus Clodianus in 88 BC, Rome mint, Cr 435/2. <o:p></o:p></div>
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<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Obv
– head of Jupiter R<o:p></o:p></div>
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<!--[if !supportLists]-->b.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Rev
– Victory crowning trophy? Most of the reverse is missing. There may be letters
in ex.<o:p></o:p></div>
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<!--[if !supportLists]-->c.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->1.65
grams, 15.35 X 14.27<o:p></o:p></div>
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<!--[if !supportLists]-->5.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->RR
Plated Denarius: D.SILANVS.L.F; Rome; 91 BC<o:p></o:p></div>
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<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Obv
– helmeted head of Roma, R; behind control mark, T; border dots<o:p></o:p></div>
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<!--[if !supportLists]-->b.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Rev
– Victory in biga, R; above control mark ?; in ex – D.SILANVS.L.F / ROMA<o:p></o:p></div>
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<!--[if !supportLists]-->c.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->3.02
grams, 20.79 X 18.35<o:p></o:p></div>
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<!--[if !supportLists]-->6.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->RR
Anonymous As: Rome, 200 BC +/- 20 years<o:p></o:p></div>
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<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Obv
– Janus head, mark of value above<o:p></o:p></div>
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<!--[if !supportLists]-->b.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Rev
– Prow R; above mark of value, I; hard to tell if there are any letters before
the prow; in ex, ROMA.<o:p></o:p></div>
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<!--[if !supportLists]-->c.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->45.18
grams, 33.88 X 32.68 X 6.9; this is the second heaviest As in my collection!<o:p></o:p></div>
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I bought the lot hoping that coin #3 was a cast uncia. The
chances were low, but the coin picture looks a lot like a cast uncia I bought
recently. The left coin below is a knuckle bone / dot Aes Grave Uncia. <o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5V0bEvqwtyxMxCyFYwp5HrVuRfTzafPhuzPzOefGecu2oyX5NzjOIL-y-XTmOQjw2R7HEq1f3uKzz0x6W_SGcjZPxvIjlDiO89URxPba8QyYKe7stn6wqn2k-5ITLldjNrhtZ5Com4pE/s1600/DSCN4435.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="906" data-original-width="1600" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5V0bEvqwtyxMxCyFYwp5HrVuRfTzafPhuzPzOefGecu2oyX5NzjOIL-y-XTmOQjw2R7HEq1f3uKzz0x6W_SGcjZPxvIjlDiO89URxPba8QyYKe7stn6wqn2k-5ITLldjNrhtZ5Com4pE/s320/DSCN4435.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUfLgTIKEGGnz8jKRh0xJlojSBfy5nvIM-AuH0kUnfLeGLCCvt4EdmaM8VvAkBHFgx8ddxMlqjAE91EY9YUx4JGSw_P-XWoI9KoeUySPo1cca9blEbQcoBfqugdvv4Lx4jRdYGQR53DFo/s1600/DSCN4437.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUfLgTIKEGGnz8jKRh0xJlojSBfy5nvIM-AuH0kUnfLeGLCCvt4EdmaM8VvAkBHFgx8ddxMlqjAE91EY9YUx4JGSw_P-XWoI9KoeUySPo1cca9blEbQcoBfqugdvv4Lx4jRdYGQR53DFo/s320/DSCN4437.JPG" width="320" /></a></div>
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The struck As, #6, is the second largest I have at 45 grams.
One of the first struck Asses I bought was 48 grams. I did not know how long it
would be before I bought one about the same size! This one is thick. It is worn
enough that features, especially letters, are hard to see. I can see some bumps
where ROMA should be in ex and marks of value, I, above the Janus head and Prow.
What I see in front of the prow changes from nuttin to several letters. I will
call it anonymous.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTRNRyqukwApPJowoF4m0D_u3KUGDw7ZlHPgyVNyx_ope7ov8MUvDg5gvOUyXDgrot8fff7hXuDbRkIewp42z9KYyPnNU1Sv_Q-ywNa0KnpEXwe6G_aKvPmxdmzD3uNS0VcdjeFFMybPI/s1600/DSCN4461.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTRNRyqukwApPJowoF4m0D_u3KUGDw7ZlHPgyVNyx_ope7ov8MUvDg5gvOUyXDgrot8fff7hXuDbRkIewp42z9KYyPnNU1Sv_Q-ywNa0KnpEXwe6G_aKvPmxdmzD3uNS0VcdjeFFMybPI/s320/DSCN4461.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhacQ8edp41sDsndmORWAZh_dGebkOOFX6VGtrwrbnwQZBTloaWODOHF3q97F-17wU4jJVP9hWvl2odcbxUhybMBsWqQAm3Pmq3mjgPsiQjXv8seglpwojAAHe1HInjhax_yi2XBWCDowk/s1600/DSCN4462.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhacQ8edp41sDsndmORWAZh_dGebkOOFX6VGtrwrbnwQZBTloaWODOHF3q97F-17wU4jJVP9hWvl2odcbxUhybMBsWqQAm3Pmq3mjgPsiQjXv8seglpwojAAHe1HInjhax_yi2XBWCDowk/s320/DSCN4462.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizEANspD2RbcI_Fhc6hrDG6Xnl8S79q3r1mygKbTMaUMlC0RyYQ0704N52StWE-duGg7O1uTeV0sraB0FDqB_xVTopwnd5gTYEl7puWWctvWCYJ0vOMdKT8qu0N5XFCUWIia9nAXFhNcw/s1600/DSCN4441.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1098" data-original-width="1600" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizEANspD2RbcI_Fhc6hrDG6Xnl8S79q3r1mygKbTMaUMlC0RyYQ0704N52StWE-duGg7O1uTeV0sraB0FDqB_xVTopwnd5gTYEl7puWWctvWCYJ0vOMdKT8qu0N5XFCUWIia9nAXFhNcw/s320/DSCN4441.JPG" width="320" /></a></div>
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The denarius and quinarius are both plated. Enough of the
Denarius remains that I feel pretty good about its attribution. I am not sure
if the smaller coin is a Victoratii or Quinarius. My guess is a first century
issue of Cn. Cornelius Lentulus Clodianus, Cr 435/2.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD4WGueiVfK3qms8L3z8i_2c_OyqZSfTkRYXSY46KWYwag5_oK5AE2G9DogfDGc7ydHibOzwkvInHuzWsRkNsACH-ucm8uxkYAeRHAasmEPOkkYkiW4UbGPyJ98lx6uezCQZshk3wgzYk/s1600/DSCN4475.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="756" data-original-width="1600" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD4WGueiVfK3qms8L3z8i_2c_OyqZSfTkRYXSY46KWYwag5_oK5AE2G9DogfDGc7ydHibOzwkvInHuzWsRkNsACH-ucm8uxkYAeRHAasmEPOkkYkiW4UbGPyJ98lx6uezCQZshk3wgzYk/s320/DSCN4475.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB3UI9D03ZOjTZJnwlb_KEfBJbxEhKt9SiVL6VLLFo1Yn9LVdWYkNMJzNKZX0gihxItqqm2xMi2sUQNQpYuLW68x8UnKDxN9-tX0dFNSLTOspSNI9-H365xR3S7uwRCTQswP3N8QuEAMc/s1600/DSCN4474.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="717" data-original-width="1600" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB3UI9D03ZOjTZJnwlb_KEfBJbxEhKt9SiVL6VLLFo1Yn9LVdWYkNMJzNKZX0gihxItqqm2xMi2sUQNQpYuLW68x8UnKDxN9-tX0dFNSLTOspSNI9-H365xR3S7uwRCTQswP3N8QuEAMc/s320/DSCN4474.JPG" width="320" /></a></div>
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I briefly looked for examples of the Quadrans and nothing
said this is it. It might be a Crawford 339/4 or something close. The weight
and size suggest a late 2<sup>nd</sup> or 1<sup>st</sup> century BC date. The
anonymous elephant Quadrans shown below is dated 128 BC and has a similar
weight, 3.24 grams.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgKWeH_Fux8bfo6hENcZPWScqhLYjt8yo-BSldZjTGN5iKGM8Llpj6Q6xr1NcmrHUKyg9YJT6UGfqz-jdHLrso8wvWkNSgtAplLt20fdetPlaIqtOev40jRiPLazYWOlz8zBK8dS1AknI/s1600/DSCN4464.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1546" data-original-width="1600" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgKWeH_Fux8bfo6hENcZPWScqhLYjt8yo-BSldZjTGN5iKGM8Llpj6Q6xr1NcmrHUKyg9YJT6UGfqz-jdHLrso8wvWkNSgtAplLt20fdetPlaIqtOev40jRiPLazYWOlz8zBK8dS1AknI/s320/DSCN4464.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN9PTbsNLU-jUgzIYHhd0Gmsd2MkCMOm5EmjKeznNaFTsvFU1jdC6_0T5gZn2rRICPbUuBIWEFHOUl0ymlU9E3qR_pr8zrrStzdFpDuDdQJsbRLMYO-_XSbfp6TzyTzthjRE1jC7tH1Vw/s1600/DSCN4465.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1572" data-original-width="1600" height="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN9PTbsNLU-jUgzIYHhd0Gmsd2MkCMOm5EmjKeznNaFTsvFU1jdC6_0T5gZn2rRICPbUuBIWEFHOUl0ymlU9E3qR_pr8zrrStzdFpDuDdQJsbRLMYO-_XSbfp6TzyTzthjRE1jC7tH1Vw/s320/DSCN4465.JPG" width="320" /></a></div>
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<o:p> The second lot is mostly cut coins. It is intended for show, tell and handle talks to non collectors. </o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_6Dwl-hKNFGBxvXo0TWotxx6-9-mDxxP6mcRWk05QPdVpMnQr0KCMV6yDVGsY5FBAOG4ZYxN9ukLw5IVkXjUDO2RMqoZxvOKv3YAXVMB-_YAfwuQgNeUniajzXkFJHFve9V5_5EOtEs8/s1600/DSCN4476.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="980" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_6Dwl-hKNFGBxvXo0TWotxx6-9-mDxxP6mcRWk05QPdVpMnQr0KCMV6yDVGsY5FBAOG4ZYxN9ukLw5IVkXjUDO2RMqoZxvOKv3YAXVMB-_YAfwuQgNeUniajzXkFJHFve9V5_5EOtEs8/s320/DSCN4476.JPG" width="196" /></a></div>
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<span style="font-family: "Times New Roman", serif; font-size: 16px;">Struck Bronze and Pb Seals</span></div>
</o:p><br />
<br />Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-23929988986495778212020-04-15T19:29:00.000-07:002020-04-15T19:39:00.370-07:00Bull Wheel, Semis Cr24.4 269 to 240 BC<br />
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Bull Wheel, Semis <o:p></o:p></div>
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Cr24.4 269 to 240 BC<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMfkLmzdoqCM8MpCeifqRxcNDhui_X1BdhWcTOjE8vLtxQgOflWgRibrq7IigA_FEppkf_NB-27G038a_g5i53ntHteHDA45Cha93-jDhKY9bmXF6vYA_Pvvl_NJzMxeGPKj4JANlT5e0/s1600/Artemide+50E+o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="578" data-original-width="600" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMfkLmzdoqCM8MpCeifqRxcNDhui_X1BdhWcTOjE8vLtxQgOflWgRibrq7IigA_FEppkf_NB-27G038a_g5i53ntHteHDA45Cha93-jDhKY9bmXF6vYA_Pvvl_NJzMxeGPKj4JANlT5e0/s320/Artemide+50E+o.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1ruTk9G1a0BMSSpX1Rr2oa4tquvkQJRQtzI61ZtTT7LvVo7Zm73FOjwDy2v_bJk4y889iyQ1Me_v2XIT-axdBHBPBQ5JPk48B4TXzlcxKlwCEuHRJPSF4HHY55bnrfXrbGUPNj_0foZ0/s1600/Artemide+50E+r.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="591" data-original-width="600" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1ruTk9G1a0BMSSpX1Rr2oa4tquvkQJRQtzI61ZtTT7LvVo7Zm73FOjwDy2v_bJk4y889iyQ1Me_v2XIT-axdBHBPBQ5JPk48B4TXzlcxKlwCEuHRJPSF4HHY55bnrfXrbGUPNj_0foZ0/s320/Artemide+50E+r.jpg" width="320" /></a></div>
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Seller's Pics</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXR3laVsm2Joqjfg3rPKglHl-2S18GZOyBwROJODjWYNX00qcsOA6hqdzVvO8hM190hwk2uMg_-Uv30AEvw69Etw36Nx58Df0PRi9u1iyAZV4ITT9VKzjp6eGuh0Uf7sMQISkhG4tG2kE/s1600/DSCN4391.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1529" data-original-width="1600" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXR3laVsm2Joqjfg3rPKglHl-2S18GZOyBwROJODjWYNX00qcsOA6hqdzVvO8hM190hwk2uMg_-Uv30AEvw69Etw36Nx58Df0PRi9u1iyAZV4ITT9VKzjp6eGuh0Uf7sMQISkhG4tG2kE/s320/DSCN4391.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaFtGCHLqJPc9MDydA3wYBysrn9HgghFodAezrU40PE-Gd0geOJs61V66HbHdOuxqtluPaTnQKz5fjaWo5kQ9Ykyr08H0v4t1oUbBeq0zQVpE1vemzVExP7ZuG9-wkFpzOww08Pt5VGjk/s1600/DSCN4392.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1532" data-original-width="1600" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaFtGCHLqJPc9MDydA3wYBysrn9HgghFodAezrU40PE-Gd0geOJs61V66HbHdOuxqtluPaTnQKz5fjaWo5kQ9Ykyr08H0v4t1oUbBeq0zQVpE1vemzVExP7ZuG9-wkFpzOww08Pt5VGjk/s320/DSCN4392.JPG" width="320" /></a></div>
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I took pics with several different lights. This one shows the features best, but not the color.</div>
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<div class="MsoNormal">
Roma/Wheel series. AE Cast Semis, c. 230 BC. <o:p></o:p></div>
<div class="MsoNormal">
Obv - Bull leaping left; S below. <o:p></o:p></div>
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Rev - Wheel of six spokes; between two spokes, S. <o:p></o:p></div>
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99.8 grams <sup>1</sup>, 50.0 mm, die rotation 0<sup>0</sup>
<o:p></o:p></div>
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Grade, rrdenarius - VF; seller - VF, aVF, Rare <sup>2<o:p></o:p></sup></div>
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well centered, nice casting with good features, wheel on
reverse is low profile, no flan flaws, typical style; patina <sup>3</sup> - light
tan, the patina color & fine surface irregularities make seeing and
photographing features hard; no damage;<o:p></o:p></div>
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Cr. 24/4; 265 to 242 BC; Wt Std = 270<o:p></o:p></div>
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BMC Greek Italy; Pg 54, Central Italy #5 & #6<o:p></o:p></div>
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Haeberline; Pg 59 - 60, 70 examples, 104.3 to 171.2 grams;
Pl 25, 1-7<o:p></o:p></div>
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HNI, 327<o:p></o:p></div>
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Sear: 535 <o:p></o:p></div>
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RBW, 34<span style="mso-tab-count: 4;"> </span><o:p></o:p></div>
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Sydenham CRR = 60; Syd AG = 87; Syd collection = <o:p></o:p></div>
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T & V, 32; 269 to 240 BC<o:p></o:p></div>
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Vecchi, ICC, 67<o:p></o:p></div>
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Garrucci, Table XL, #1; Pg 21, Wt = 4 ounce + 18 den = 133.2
grams<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
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not in BMCRR, Bab / RSC<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
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Notes:<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1<span style="font: 7.0pt "Times New Roman";"> </span></span></span>1. Weights
from various sources:<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->_<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>On
Line<span style="mso-tab-count: 2;"> </span>Haeberline<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Number<span style="mso-tab-count: 1;"> </span>37<span style="mso-tab-count: 3;"> </span>70<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Max
Wt, gr<span style="mso-tab-count: 1;"> </span>166 <span style="mso-tab-count: 3;"> </span>171 <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Min
Wt, gr<span style="mso-tab-count: 1;"> </span>92<span style="mso-tab-count: 3;"> </span>105<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Avg
Wt<span style="mso-tab-count: 1;"> </span>128<span style="mso-tab-count: 3;"> </span>133<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->St
Dev<span style="mso-tab-count: 2;"> </span>19<span style="mso-tab-count: 3;"> </span>15<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>2. Vendor
called the coin “Rare”. I found 70 examples in Haeberline, 13 examples in the
ANS web site CRRO and another 24 from various places in books and on the web.
Two CoinTalk members have posted their examples of this coin - Andrew McCabe on
Oct 15, 2019; AncientJoe on Sep 6, 2014.<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>3. Vendor
said: “Untouched earthen light green patina.” I do not see green, but that is
often the case because I am a bit color blind. <o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIB2qbsMgagQOrtXYuA_tOuJJHhX4azOmKKbkO_Hbn79tSFxBVi0nJKoodi17hYnWwguxFd32r9asavsncXy4FYEjBe9TX6BSPfGKEx5XEgpPI6JtuUZfkkwWV6cGTAV7uoLeqMa-2EXY/s1600/DSCN4415.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="712" data-original-width="1600" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIB2qbsMgagQOrtXYuA_tOuJJHhX4azOmKKbkO_Hbn79tSFxBVi0nJKoodi17hYnWwguxFd32r9asavsncXy4FYEjBe9TX6BSPfGKEx5XEgpPI6JtuUZfkkwWV6cGTAV7uoLeqMa-2EXY/s320/DSCN4415.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY7SoEMT8Hocr9lEfcPgQUtor2nv8yjkRsFOLPTwOV6sDBOLMKVNcsh78aENQ018pYQvDYIeyYvO80ytxNUBiEecvObBIKHTC70hbq7gQtuAUxWtAQADIvbuYEX5DceI-gFaqAv93eFm4/s1600/DSCN4418.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="738" data-original-width="1600" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY7SoEMT8Hocr9lEfcPgQUtor2nv8yjkRsFOLPTwOV6sDBOLMKVNcsh78aENQ018pYQvDYIeyYvO80ytxNUBiEecvObBIKHTC70hbq7gQtuAUxWtAQADIvbuYEX5DceI-gFaqAv93eFm4/s320/DSCN4418.JPG" width="320" /></a></div>
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Two early cast semis: Bull / Wheel and Pegasi / Pegasi</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1C0WM07XopO5XiI3FMa9WFu1Y6cuIJ6Pc2dDryQqhpDIALHsm58AQMjl9WBp8irxKOhRf76bamZidGh2QQNiWX447PiOC3T4tDGFym_wcBciQqCPIRxrLTil3jNP1GQx1iKOhE6XoXV0/s1600/20200412_131211.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1126" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1C0WM07XopO5XiI3FMa9WFu1Y6cuIJ6Pc2dDryQqhpDIALHsm58AQMjl9WBp8irxKOhRf76bamZidGh2QQNiWX447PiOC3T4tDGFym_wcBciQqCPIRxrLTil3jNP1GQx1iKOhE6XoXV0/s320/20200412_131211.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCiaUaFNwOlSXMQoKJH9w7SVr7Dge5KZH05EsSXj0B36fzcL8yhwNbwCVaX_k2W6VjOf5Mdjh7MBVTFgqWOugrTEtNpumnubcPScyKJ43JyHTKXlCKOmQbYroswIxcPyWlRk73g-cZOf4/s1600/20200412_131227.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1145" data-original-width="1459" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCiaUaFNwOlSXMQoKJH9w7SVr7Dge5KZH05EsSXj0B36fzcL8yhwNbwCVaX_k2W6VjOf5Mdjh7MBVTFgqWOugrTEtNpumnubcPScyKJ43JyHTKXlCKOmQbYroswIxcPyWlRk73g-cZOf4/s320/20200412_131227.jpg" width="320" /></a></div>
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Two early and one late Semis.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzX3uHyzMFbYjonASbaB-cqrQ_eWQPhHVx3ngMd54Sn7YHOcFTi9-9eJmWIEPtsv3TPMuKezt6obnP5Gwyasz_oG0B72hAcXu_Vv9zqBPvp84YmWxX8jpmytGz9iXsY7Cd5m7BBkiwZTQ/s1600/20200415_095338+Haeberline+B.W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1075" data-original-width="1600" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzX3uHyzMFbYjonASbaB-cqrQ_eWQPhHVx3ngMd54Sn7YHOcFTi9-9eJmWIEPtsv3TPMuKezt6obnP5Gwyasz_oG0B72hAcXu_Vv9zqBPvp84YmWxX8jpmytGz9iXsY7Cd5m7BBkiwZTQ/s320/20200415_095338+Haeberline+B.W.jpg" width="320" /></a></div>
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Plate of Bull / Wheel from Haeberlin.</div>
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He illustrates 7 of the 70 examples in his book. </div>
Aqueduct Numismaticshttp://www.blogger.com/profile/15891153117008963601noreply@blogger.com0tag:blogger.com,1999:blog-7229033782303404425.post-73144839073987564612020-02-01T14:24:00.000-08:002020-02-01T14:24:42.185-08:00Steelyard Weight with Bust of Byzantine EmpressI found this piece at the New York International Numismatic Convention (NYINC) in January. I went to buy coins and maybe a VNCIA coin weight. This piece jumped across the table and said: "Buy me!"<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRkVwWRNdUTWCub0OH_CYwjRk56HtFCbUGFsiwNZgUlBhyYtyEgtIgxPqodgvTpPOxfPHgFm5dMQGj3yHPDJ4cfymgfVe4McQX0KlzMoMKnHjG2pLwTXwtaYDIpfD7cJTgebdbzwlWmY/s1600/20200117_124815.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="844" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRkVwWRNdUTWCub0OH_CYwjRk56HtFCbUGFsiwNZgUlBhyYtyEgtIgxPqodgvTpPOxfPHgFm5dMQGj3yHPDJ4cfymgfVe4McQX0KlzMoMKnHjG2pLwTXwtaYDIpfD7cJTgebdbzwlWmY/s400/20200117_124815.jpg" width="210" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixsTHwzbWmArrXeketrY88z9f1P_PmCHEP2ZMzo-9c0tbBJIWKZkdX48KgLFJfULivbp_OsUm8JbRF8MGJojheuDqrDDhL7xRaWLC7dMB18qKhSRpQf_gjRDDyFO_MSVMN5SdqSCz59U8/s1600/DSCN4195.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="806" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixsTHwzbWmArrXeketrY88z9f1P_PmCHEP2ZMzo-9c0tbBJIWKZkdX48KgLFJfULivbp_OsUm8JbRF8MGJojheuDqrDDhL7xRaWLC7dMB18qKhSRpQf_gjRDDyFO_MSVMN5SdqSCz59U8/s320/DSCN4195.JPG" width="161" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPEqa7YVLDzRDOOwybICOCoXZJVVTLfaR2MMIePahlT_FcVRL8JNj0RdlQpRPipWvMwRjzJQZBf7bIq-mjzWzgnJXIJh5IJf9JBBWoAJtyx7MedwenqwdREa51nxTOEDNkhkfv2lpFshs/s1600/DSCN4196.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="648" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPEqa7YVLDzRDOOwybICOCoXZJVVTLfaR2MMIePahlT_FcVRL8JNj0RdlQpRPipWvMwRjzJQZBf7bIq-mjzWzgnJXIJh5IJf9JBBWoAJtyx7MedwenqwdREa51nxTOEDNkhkfv2lpFshs/s320/DSCN4196.JPG" width="129" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzGlJJdr2HLtxUTZQZppHTvcgqHTYn3K9OSw4vNSXPR3eKA5Q2jMkVnWT6z6ZlgX3k3dhUKf_tCE1kL06-Jjy2UBEun46F6txt2yt3h5iWmjeNiu-6hH-qX_qFX8VOFVUVlTE48xKP-KQ/s1600/DSCN4197.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="780" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzGlJJdr2HLtxUTZQZppHTvcgqHTYn3K9OSw4vNSXPR3eKA5Q2jMkVnWT6z6ZlgX3k3dhUKf_tCE1kL06-Jjy2UBEun46F6txt2yt3h5iWmjeNiu-6hH-qX_qFX8VOFVUVlTE48xKP-KQ/s320/DSCN4197.JPG" width="156" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGD3hc99Wqca7POZO3KIXs3OguZHOaObfxq-3Plifvx8iXspnPZIKv4DrWO9XMqugvU22yl4S-KLRU_vTfJlL_fWuERr_q-UZXoC0qAeSPY3N1OBuoR-Q8k801bbxTHWSw3NLY4OLeuo/s1600/DSCN4198.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="593" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGD3hc99Wqca7POZO3KIXs3OguZHOaObfxq-3Plifvx8iXspnPZIKv4DrWO9XMqugvU22yl4S-KLRU_vTfJlL_fWuERr_q-UZXoC0qAeSPY3N1OBuoR-Q8k801bbxTHWSw3NLY4OLeuo/s320/DSCN4198.JPG" width="118" /></a></div>
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<div class="MsoNormal">
<span class="artworkdate"><b style="mso-bidi-font-weight: normal;"><span style="color: #000006; font-size: 16.0pt;">Bronze steelyard weight<o:p></o:p></span></b></span></div>
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<br /></div>
<div class="MsoNormal">
<span class="artworkdate"><span style="color: #000006;">I am not
an expert on cast bronze statues, but I find several similar examples when I
search the internet for: <i style="mso-bidi-font-style: normal;">Bronze Byzantine
Empress Steelyard Weight</i>. A list of similar weights is given below<sup>1</sup>.
I am also not an expert on Women’s fashion during the late Roman and early
Byzantine period. I did find a web site that describes women’s fashons<sup>2</sup>.
<o:p></o:p></span></span></div>
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<br /></div>
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<span class="artworkdate"><span style="color: #000006;">With the
two qualifiers above, my description of the statue:<o:p></o:p></span></span></div>
<div class="MsoNormal">
<span class="artworkdate"><span style="color: #000006;">Steelyard
scale in the form of a late Roman or early Byzantine empress. Most of the
attributions call the empress anonymous. </span></span>Byzantine empresses were
used for weights to encourage the public's belief the state ensured fair and
prosperous trade. <span class="artworkdate"><span style="color: #000006;">She is
wearing a tunic (a bit like a T-shirt) that is covered by a Stola (Shawl, H</span></span>imation,
Cloak, <span class="artworkdate"><span style="color: #000006;">Toga or some sort of
outer garment.). The tunic drapes from her left shoulder to her right hip and
from her right shoulder under her right arm. Her right hand is open in the
center of her chest. In her left hand she holds </span></span>a mappa, an
official symbol of imperial authority, or a scroll, reflecting the state's
emphasis on learning. Her jewelry is:<br /><span style="font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span>A beaded necklace<br /><span style="font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span>A second necklace (this might be jewels at the
top of her toga).<br /><span style="font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span>A crown with strings of jewels cascading down
the right and left side of her face.<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo3; text-indent: -.25in;">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-indent: -.25in;">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo3; text-indent: -.25in;">
<o:p></o:p></div>
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Her hair is braided in two strands and rolled to the top of
her head, see pic below<sup>3</sup>. It is hard to tell what is hair and what
is jewelry on this statue.<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal">
<span class="artworkdate"><span style="color: #000006;">Dimensions:<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->8-1/8” tall (7-1/4” empress plus 1” hanging
ring)<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->4.25” wide; Some of the base has been bent due
to being dropped and is a bit wider.<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->3.0” thick<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Oval base. Some weights have a circular or
irregular shape. <o:p></o:p></div>
<div class="MsoNormal">
Weight:<o:p></o:p></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->1411 grams = 3.1 US pounds = 4.5 Roman pounds
(As or Libra)<o:p></o:p></div>
<div class="MsoNormal">
Materials:<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Cast bronze shell. Most catalogers say produced
by lost wax method, followed by cold working.<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Some, but not this one, are filled with lead to
increase their weight.<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal">
<o:p> </o:p>Notes:</div>
<br />
<div class="MsoNormal">
<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Similar
examples I have found on line.<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]-->a.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->The
<span class="artworkdate"><span style="color: #000006;">Metropolitan Museum of Art</span></span>
NYC has three<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="https://www.metmuseum.org/art/collection/search/466060"><span style="font-size: 8.0pt;">https://www.metmuseum.org/art/collection/search/466060</span></a><span style="font-size: 8.0pt;"> <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span class="artworkdate"><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">b.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span></span><!--[endif]-->The <span class="artworkdate"><span style="color: #000006;">MFA, Boston has one<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="https://collections.mfa.org/objects/153287/steelyard-weight-in-the-form-of-a-bust-of-an-empress"><span style="font-size: 8.0pt;">https://collections.mfa.org/objects/153287/steelyard-weight-in-the-form-of-a-bust-of-an-empress</span></a><span style="color: #000006; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">c.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Harvard University has one<span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="https://www.harvardartmuseums.org/art/320164"><span style="font-size: 8.0pt;">https://www.harvardartmuseums.org/art/320164</span></a><span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">d.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->The MFA Budapest has one<span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="https://www.mfab.hu/artworks/steelyard-weight-in-the-form-of-a-bust-of-an-empress/"><span style="font-size: 8.0pt;">https://www.mfab.hu/artworks/steelyard-weight-in-the-form-of-a-bust-of-an-empress/</span></a><span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">e.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #000006;">The Research Library
at Dumberton Oaks has one<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="http://museum.doaks.org/Obj36396?sid=19861"><span style="font-size: 8.0pt;">http://museum.doaks.org/Obj36396?sid=19861</span></a><span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">f.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Baltimore Museum of Art, Baltimore has one<span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="http://art.thewalters.org/detail/21584/bust-of-an-empress/"><span style="font-size: 8.0pt;">http://art.thewalters.org/detail/21584/bust-of-an-empress/</span></a><span style="color: #000006;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">g.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #000006;">Cyprus Medieval
Museum<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<a href="https://www.europeana.eu/portal/en/record/22/_59148.html"><span style="font-size: 8.0pt;">https://www.europeana.eu/portal/en/record/22/_59148.html</span></a><span style="color: #000006; font-size: 8.0pt;"> <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">h.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #000006;">ebyzantinemuseum<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="color: #000006; font-size: 8.0pt;"><a href="http://www.ebyzantinemuseum.gr/?i=bxm.en.exhibit&id=158">http://www.ebyzantinemuseum.gr/?i=bxm.en.exhibit&id=158</a> <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #000006; mso-fareast-font-family: "Times New Roman";">i.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #000006;">Christies<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast">
<a href="https://www.christies.com/lotfinder/Lot/a-byzantine-bronze-steelyard-weight-circa-5th-5747629-details.aspx"><span style="font-size: 8.0pt;">https://www.christies.com/lotfinder/Lot/a-byzantine-bronze-steelyard-weight-circa-5th-5747629-details.aspx</span></a><u><span style="font-size: 8.0pt;"><o:p></o:p></span></u></div>
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<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Info
on Byzantine women’s dress.<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #000006; margin-left: 0.25in; text-align: left;">
<span style="font-size: 8.0pt;"><a href="https://en.wikibooks.org/wiki/Costume_History/Byzantine">https://en.wikibooks.org/wiki/Costume_History/Byzantine</a>
<o:p></o:p></span></div>
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<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Hairstyle
similar to Roman / Byzantine women.<o:p></o:p></div>
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<span style="font-size: 8.0pt;"><a href="https://www.latest-hairstyles.com/braids/updos.html">https://www.latest-hairstyles.com/braids/updos.html</a>
<u><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><o:p></o:p></u></span></div>
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<span style="font-size: 8.0pt;"><u><span style="mso-spacerun: yes;"><br /></span></u></span></div>
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<span style="color: #000006;">4. I found some women on Byzantine coins on acsearch. There were no exact matches to my weight.</span></div>
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Aelia Flaccilla 383AD</div>
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Aelia Pulcheria 414AD</div>
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Aelia Pulcheria sister of Theodosius II 414AD</div>
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Aelia Verina 471AD</div>
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Eudoxia 395AD</div>
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Fausta 324AD</div>
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Licinia Eudoxia wife of Valentinian III 439</div>
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Aelia Flaccilla 379AD </div>
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