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欣賞導航：又是浙江杭州黃劍潮先生的首創新品種幻圖，外掛的3階幻方以45°角的姿態出現，令整幅作品充滿動感。
3階幻和=30。
六角幻和=12。
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3阶广类自然数方形与六角外挂幻方 |
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浙江杭州 黄剑潮 |
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30 |
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30 |
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30 |
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30 |
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5 |
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-21 |
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17 |
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16 |
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横和 | 12 |
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左上右下斜和 | 12 |
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右上左下斜和 | 12 |
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30 |
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5 |
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30 |
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7 |
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23 |
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-20 |
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9 |
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0 |
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12 |
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12 |
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12 |
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7 |
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23 |
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18 |
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10 |
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2 |
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12 |
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-8 |
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-4 |
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12 |
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12 |
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12 |
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18 |
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10 |
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2 |
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30 | |||
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-3 |
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13 |
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-14 |
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19 |
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-6 |
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12 |
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12 |
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12 |
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-3 |
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13 |
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15 |
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-11 |
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1 |
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22 |
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12 |
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12 |
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12 |
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15 |
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所用数的绝对值 |
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30 |
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5 |
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21 |
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17 |
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16 |
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重复否 | #VALUE! |
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7 |
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23 |
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20 |
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9 |
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0 |
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最大 | 23 |
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18 |
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10 |
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2 |
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12 |
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8 |
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4 |
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最小 | 0 |
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3 |
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13 |
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14 |
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19 |
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6 |
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15 |
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11 |
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1 |
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22 |
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組成數，泛類自然數(flzrs)：0,1,2,-3,-4,5,-6,7,-8,9,10,-11,12,13,-14,15,16,17,18,19,-20,-21,22,23。
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泛類自然數(flzrs)的定義：http://blog.itpub.net/20489909/viewspace-1991775/
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黃劍潮先生2016年同類組成數的作品：http://blog.chinaunix.net/uid-20489909-id-5611125.html
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來稿日期：2019年2月28日。
貼博日期：2019年3月1日。